regarding scheme revised syll BE in Civil Engg_1 Syllabus Mumbai University

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Copy to : -
1. The Deputy Registrar, Academic Authorities Meetings and Services
(AAMS),
2. The Deputy Registrar, College Affiliations & Development
Department (CAD),
3. The Deputy Registrar, (Admissions, Enrolment, Eligibility and
Migration Department (AEM),
4. The Deputy Registrar, Research Administration & Promotion Cell
(RAPC),
5. The Deputy Registrar, Executive Authorities Section (EA),
6. The Deputy Registrar, PRO, Fort, (Publi cation Section),
7. The Deputy Registrar, (Special Cell),
8. The Deputy Registrar, Fort/ Vidyanagari Administration Department
(FAD) (VAD), Record Section,
9. The Director, Institute of Distance and Open Learni ng (IDOL Admin),
Vidyanagari,
They are requested to treat this as action taken report on the concerned
resolution adopted by the Academic Council referred to in the above circular
and that on separate Action Taken Report will be sent in this connection.

1. P.A to Hon’ble Vice -Chancellor,
2. P.A Pro -Vice-Chancellor,
3. P.A to Registrar,
4. All Deans of all Faculties,
5. P.A to Finance & Account Officers, (F.& A.O),
6. P.A to Director, Board of Examinations and Evaluation,
7. P.A to Director, Innovation, Incubation and Linkages,
8. P.A to Director, Board of Lifelong Learning and Extension (BLLE),
9. The Director, Dept. of Information and Communication Technology
(DICT) (CCF & UCC), Vidyanagari,
10. The Director of Board of Student Development,
11. The Director, Dep artment of Students Walfare (DSD),
12. All Deputy Registrar, Examination House,
13. The Deputy Registrars, Finance & Accounts Section,
14. The Assistant Registrar, Administrative sub -Campus Thane,
15. The Assistant Registrar, School of Engg. & Applied Sciences, Kalyan ,
16. The Assistant Registrar, Ratnagiri sub -centre, Ratnagiri,
17. The Assistant Registrar, Constituent Colleges Unit,
18. BUCTU,
19. The Receptionist,
20. The Telephone Operator,
21. The Secretary MUASA

for information.

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UNIVERSITY OF MUMBAI
















Bachelor of Engineering

in

Civil Engineering


Second Year with Effect from AY 2020 -21
Third Year with Effect from AY 2021 -22
Final Year with Effect from AY 2022 -23

(REV - 2019 ‘C ’ Scheme) from Academic Year 2019 – 20

Under

FACULTY OF SCIENCE & TECHNOLOGY



(As per AICTE guidelines with effect from the academic year
2019 –2020) Item No : 125
AC- 23/7/2020

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Program Structure for Second Year Engineering
Semester III & IV
UNIVERSITY OF MUMBAI
(With Effect from 2020 -2021)

Semester - III

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC301 Engineering Mathematics -III 3 - 1 3 - 1 4
CEC302 Mechanics of Solids 4 4 4
CEC303 Engineerin g Geology 3 3 3
CEC304 Architectural Planning &
Design of Buildings 2 - - 2 - - 2
CEC305 Fluid Mechanics - I 3 - - 3 - - 3
CEL301 Mechanics of Solids - 2 - - 1 - 1
CEL302 Engineering Geology - 2 - - 1 - 1
CEL303 Architectural Planning &
Design of Buildings - 2 - - 1 - 1
CEL304 Fluid Mechanics - I - 2 - - 1 - 1
CEL305 Skill Based Lab Course -I 3 - 1.5 1.5
CEM301 Mini Project – 1 A - 3$ - - 1.5 - 1.5
Total 15 14 1 15 7 1 23

Examination Scheme

Course
Code Course Name Theory
Term
Work
Prac.
/Oral
Total
Internal Assessment End
Sem
Exam Exam
Duration
(Hrs.) Test I Test II Avg.
CEC301 Engineering Mathematics -III 20 20 20 80 3 25 - 125
CEC302 Mechanics of Solids 20 20 20 80 3 - - 100
CEC303 Engineering Geology 20 20 20 80 3 - - 100
CEC304 Architectural Planning &
Design of Buildings 20 20 20 80 3 - - 100
CEC305 Fluid Mechanics - I 20 20 20 80 3 - - 100
CEL301 Mechanics of Solids - - - - - 25 25 50
CEL302 Engineering Geology - - - - - 25 25 50
CEL303 Architectural Planning &
Desig n of Buildings - - - - - 25 25 50
CEL304 Fluid Mechanics - I - - - - - 25 25 50
CEL305 Skill Based Lab Course -I - - - - - 50 - 50
CEM301 Mini Project – 1 A - - - - - 25 25 50
Total 100 400 - 200 125 825

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Semester - IV

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC 401 Engineering Mathematics - IV 3 -- 1 3 - 1 4
CEC 402 Structural Analysis 4 -- - 4 - - 4
CEC 403 Surveying 3 -- - 3 - - 3
CEC 404 Building Materials & Concrete
Technology 3 -- - 3 - - 3
CEC 405 Fluid Mechanics -II 3 - - 3 - - 3
CEL 401 Structural Analysis -- 2 - - 1 - 1
CEL 402 Surveying -- 3 - - 1.5 - 1.5
CEL 403 Building Material Con crete
Technology -- 2 - - 1 - 1
CEL 404 Fluid Mechanics -II -- 2 1 1
CEL 405 Skill Based lab Course - II -- 2 - - 1 - 1.5
CEM401 Mini Project – 1 B -- 3$ - - 1.5 - 1
Total 16 14 1 16 7 1 24

Examination Scheme

Course
Code Course Name Theory
Term
Work
Prac./
Oral
Total
Internal Assessment End
Sem
Exam Exam
Dura -
tion
(hrs.)
Test I
Test II
Avg.
CEC 401 Engineering Mathematics - IV 20 20 20 80 3 25 - 125
CEC 402 Structural Analysis 20 20 20 80 3 - - 100
CEC 403 Surveying 20 20 20 80 3 - - 100
CEC 404 Building Materials & Concrete
Technology 20 20 20 80 3 - - 100
CEC 405 Fluid Mechanics -II 20 20 20 80 3 - - 100
CEL 401 Structural Analysis 25 25 50
CEL 402 Surveying 50 25 75
CEL 403 Building Materials &Concrete
Technol ogy - - - - - 25 25 50
CEL 404 Fluid Mechanics -II - - - - - 25 25 50
CEL 405 Skill Based lab Course - II - - - - - 50 - 50
CEM401 Mini Project – 1 B - - - - - 25 25 50
Total 100 400 - 225 125 850

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Semester - V

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC 501 Theory of Reinforced Concrete
structures 3 - - 3 - - 3
CEC 502 Applied Hydraulics 3 - - 3 - - 3
CEC 503 Geotechnical Engineering -I 3 - - 3 - - 3
CEC 504 Transportation Engineering 4 - - 4 - - 4
CEDO 501 Department Optional Course - 1 3 - - 3 - - 3
CEL 501 Theory of Reinforced Concrete
structures - 2 - - 1 - 1
CEL 502 Applied Hydraulics - 2 - - 1 - 1
CEL 503 Geotechnical Engineering -I 2 1 1
CEL 504 Transportation Engineering - 2 - - 1 - 1
CEL 505 Business Communication and
Ethics - 2 ⃰ + 2 2 2
CEM 501 Mini Project – 2A - 4$ - - 2 - 2
Total 16 16 16 8 24

Examination Scheme

Course
Code Course Name Theory
Term
Work
Prac./
Oral
Total
Internal Assessment End
Sem
Exam Exam
Dura -
tion
(Hrs.)
Test
1
Test 2
Avg.
CEC 501 Theory of Reinforced Concrete
structures 20 20 20 80 3 - - 100
CEC 502 Applied Hydraulics 20 20 20 80 3 - - 100
CEC 503 Geotechnical Engineering -I 20 20 20 80 3 - - 100
CEC 504 Transportation Engineering 20 20 20 80 3 - - 100
CEDO 501 Department optional course -1 20 20 20 80 3 - - 100
CEL501 Theory of Reinforced Concrete
structures 25 25 50
CEL502 Applied Hydraulics 25 25 50
CEL 503 Geotechnical Engineering -I - - - - - 25 25 50
CEL504 Transportation Engineering - - - - - 25 25 50
CEL505 Business Communication and
Ethics - - - - - 50 - 50
CEM501 Mini Project – 2A - - - - - 25 25 50
Total 100 400 - 175 125 800

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Semester - VI

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theo
ry Pract. Tut. Theory Pract. Tut. Total
CEC 601 Design and Drawing of Steel
Structure 3 - 3 - - 3
CEC 602 Water Resources Engineering 3 - - 3 - - 3
CEC 603 Geotechnical En gineering -II 3 - - 3 - - 3
CEC 604 Environmental Engineering 4 - - 4 - - 4
CEDO 601 Department Optional Course -2 3 - - 3 - - 3
CEL 601 Design and Drawing of Steel
Structure - 2 - - 1 - 1
CEL 602 Water Resources Engineering - 2 - - 1 - 1
CEL 603 Geotechnical Engineering -II - 2 - - 1 - 1
CEL 604 Environmental Engineering 2 1 1
CEL 605 Skill based lab Course -III - 3 - - 1.5 - 1.5
CEM 601 Mini Project – 2B - 3$ - - 1.5 - 1.5
Total 16 14 16 7 23

Examination Scheme

Course
Code Course Name Theory
Term
Work
Pract
/oral
Total
Internal Assessment End
Sem
Exam Exam
Duration
(Hrs.) Test
1 Test
2 Avg.
CEC 601 Design and Drawing of Steel
Structure 20 20 20 80 3 - - 100
CEC 602 Water Resources Engineering 20 20 20 80 3 - - 100
CEC 603 Geotechnical Engineering -II 20 20 20 80 3 - - 100
CEC 604 Environmental Engineering 20 20 20 80 3 - - 100
CEDO 601 Department Optional Course -2 20 20 20 80 3 - - 100
CEL 601 Design and Drawing of Steel
Structure -- -- - - - 25 25 50
CEL 602 Water Resources Engineering 25 25 50
CEL 603 Geotechnical Engineering -II - - - - - 25 25 50
CEL 604 Environmental Engineering - - - - - 25 25 50
CEL 605 Skill based lab Course -III - - - - - 50 - 50
CEM 601 Mini Project – 2B - - - - - 25 25 50
Total 100 400 - 175 125 800

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Semester - VII

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theor
y Pract.
Tut. Theory Pract.
Tut. Total
CEC 701 Design and Drawing of
Reinforced Concrete Structures 3 - 3 - 3
CEC 702 Quantity Survey, Estimation and
valuation 3 - 3 - 3
CEDO 701 Department Optional Course -3 3 - 3 - 3
CEDO 702 Department Optional Course -4 3 - 3 - 3
CEIO 701 Institute Optional course -1 3 - 3 - 3
CEL 701 Design and Drawing of
Reinforced Concrete St ructures - 2 - 1 1
CEL 702 Quantity Surveying, Estimation
and valuation - 2 - 1 1
CEP 701 Major Project - I - 6$ - 3 3
Total 15 10 15 5 20

Examination Scheme

Course
Code Course Name Theory
Term
Work
Pract
/
Oral Total
Internal Assessment End
Sem
Exam Exam
Durati
on
(Hrs.)

Test 1
Test 2
Avg.
CEC 701 Design and Drawing of
Reinforced Concrete Structures 20 20 20 80 3 - 100
CEC 702 Quantity Survey Estimation and
valuation 20 20 20 80 3 - - 100
CEDO 701 Department Optional Course -3 20 20 20 80 3 - - 100
CEDO 702 Department Optional Course -4 20 20 20 80 3 100
CEIO 701 Institute Optional course -1 20 20 20 80 3 - - 100
CEL 701 Design and Drawing of
Reinforced Concrete Structures -- -- - - - 25 25 50
CEL 702 Quantity Survey Est imation and
Evaluation -- -- -- - - 25 25 50
CEP 701 Major Project - I -- -- - - - 50 - 50
Total -- -- 100 400 - 100 50 650

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Semester VIII

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theor
y Pract.
Tut. Theory Pract.
Tut. Total
CEC 801 Construction Management 3 - 3 3
CEDO 801 Department Optional Course -5 3 - 3 - 3
CEDO 802 Department Optional Course -6 3 - 3 - 3
CEIO 801 Institute Optional Course -2 3 - 3 - 3
CEL 802 Construction Management - 2 -- 1 1
CEP 801 Major Project - II - 12$- 6 6
Total 12 14 12 7 19

Examination Scheme

Course
Code Course Name Theory
Term
Work
Pract/
Oral
Total
Internal Assessment End
Sem
Exa
m Exam
Durati
on
(Hrs.)

Test 1
Test
2
Avg.
CEC 801 Construction Man agement 20 20 20 80 3 100
CEDO 801 Department Optional Course -5 20 20 20 80 3 100
CEDO 802 Department Optional Course -6 20 20 20 80 3 100
CEIO 801 Institute Optional Course -2 20 20 20 80 3 100
CEL 802 Construction Management - - - - - 25 25 50
CEP 801 Major Project - II - - - - - 50 100 150
Total - - 80 320 75 125 600

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Item No : 125
AC- 23/7/2020



UNIVERSITY OF MUMBAI







Bachelor of Engineering
in

Civil Engineering

Second Year with Effect from AY 2020 -21
Third Year with Effect from AY 2021 -22
Final Year with Effect from AY 2022 -23

(REV - 2019 ‘C’ Scheme) from Academic Year 2019 – 20

Under

FACULTY OF SCIENCE &
TECHNOLOGY

(As per AICTE guidelines with effect from the academic year
2019 –2020)

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Page 2 of 77




Date

Dr. S. K. Ukarande Dr Anuradha Muzumdar
Associate Dean Dean
Faculty of Science and Technology Faculty of Science and Technology
University of Mumbai University of Mumbai Sr. No. Heading Particulars
1 Title of the Course Second Year B.E. Civil Engineering
2 Eligibility for Admission
After Passing First Year Engineering as per the
Ordinance 0.6242
3 Passing Marks 40%
4 Ordinances /
Regulations ( if any) Ordinance 0.6242
5 No. of Years / Semesters 8 semesters
6 Level U.G.
7 Pattern Semester
8 Status New
9 To be implemented from
Academic Year With effect from Academic Year: 2020 -2021



















































































AC- 23/7/2020


Item No :
-125


UNIVERSITY OF MUMBAI





Syllabus for Approval

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Page 3 of 77
Preamble

To meet the challenge of ensuring excellence in engineering education, the issue of quality needs to be
addressed, debated and taken forward in a systematic manner. Accreditation is the principal means of
quality assurance in higher education. The major emphasis of accreditation process is to measure the
outcomes of the program that is being accredited. In lin e with this Faculty of Science and Technology
(in particular Engineering) of University of Mumbai has taken a lead in incorporating philosophy of
outcome based education in the process of curriculum development.
Faculty resolved that course objectives and course outcomes are to be clearly defined for each course,
so that all faculty members in affiliated institutes understand the depth and approach of course to be
taught, which will enhance learner’s learning process. Choice based Credit and grading system enables
a much -required shift in focus from teacher -centric to learner -centric education since the workload
estimated is based on the investment of time in learning and not in teaching. It also focuses on
continuous evaluation which will enhance the qualit y of education. Credit assignment for courses is
based on 15 weeks teaching learning process, however content of courses is to be taught in 13 weeks
and remaining 2 weeks to be utilized for revision, guest lectures, coverage of content beyond syllabus
etc.
There was a concern that the earlier revised curriculum more focused on providing information and
knowledge across various domains of the said program, which led to heavily loading of students in
terms of direct contact hours. In this regard, faculty of s cience and technology resolved that to minimize
the burden of contact hours, total credits of entire program will be of 170, wherein focus is not only on
providing knowledge but also on building skills, attitude and self learning. Therefore in the present
curriculum skill based laboratories and mini projects are made mandatory across all disciplines of
engineering in second and third year of programs, which will definitely facilitate self learning of
students. The overall credits and approach of curriculum proposed in the present revision is in line with
AICTE model curriculum.
The present curriculum will be implemented for Second Year of Engineering from the academic year
2020 -21. Subsequently this will be carried forward for Third Year and Final Year Engin eering in the
academic years 2021 -22, 2022 -23, respectively.


Dr. S. K. Ukarande Dr Anuradha Muzumdar
Associate Dean Dean
Faculty of Science and Technology Faculty of Science and Technology
University of Mumbai University of Mumbai

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Page 4 of 77
Incorporation and Implementation of Online Contents from
NPTEL/ Swayam Platform

The curriculum revision is mainly focused on knowledge component, skill based activities and
project based activities. Self learning opportunities are provided to learners. In the revision process
this time in particular Revised syllabus of ‘C ‘ scheme whe rever possible additional resource links
of platforms such as NPTEL, Swayam are appropriately provided. In an earlier revision of
curriculum in the year 2012 and 2016 in Revised scheme ‘A' and ‘B' respectively, efforts were
made to use online contents more appropriately as additional learning materials to enhance
learning of students.
In the current revision based on the recommendation of AICTE model curriculum overall credits
are reduced to 171, to provide opportunity of self learning to learner. Learners are now getting
sufficient time for self learning either through online courses or additional projects for enhancing
their knowledge and skill sets.
The Principals/ HoD’s/ Faculties of all the institute are required to motivate and encourage learners
to use additional online resources available on platforms such as NPTEL/ Swayam. Learners can
be advised to take up online courses, on successful completion they are required to submit
certification for the same. This will definitely help learners to facilitat e their enhanced learning
based on their interest.



Dr. S. K. Ukarande Dr Anuradha Muzumdar
Associate Dean Dean
Faculty of Science and Technology Faculty of Science and Technology
University of Mumbai University of Mumbai

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Page 5 of 77
Preface
The engineering education in India is expanding and is set to increase manifold. The major
challenge in the current scenario is to ensure quality to the stakeholders along with expansion. To
meet this challenge, the issue of quality needs to be addressed, debated and taken forward in a
systematic manner. Accreditation is the principal means of quality assurance in higher education
and reflects the fact that in achieving recognition, the institution or program of study is committed
and open to external revie w to meet certain minimum specified standards. The major emphasis of
this accreditation process is to measure the outcomes of the program that is being accredited.
Program Outcomes (POs) are essentially a range of skills and knowledge that a student will h ave
at the time of graduation from the program. In line with this , Faculty of Technology of University
of Mumbai has taken a lead in incorporating the philosophy of outcome based education (OBE) in
the process of curriculum development from Rev -2012 onward s and continued to enhance the
curriculum further based on OBE in Rev -2016 and Rev -2019 “C” scheme.
As Chairman and Members of Board of Studies in Civil Engineering , University of Mumbai, we
are happy to state here that, the Program Educational Objectives (PEOs) for Undergraduate
Program were finalized in a brain storming sessions, which was attended by more than 40 members
from different affiliated Institutes of the University , who are either He ads of Departments or their
senior representatives from the Department of Civil Engineering. The PEOs finalized for the
undergraduate program in Civil Engineering are listed below;
1. To prepare the Learner with a sound foundation in mathematical, scientifi c and engineering
fundamentals
2. To motivate the Learner in the art of self -learning and to use modern tools for solving real life
problems
3. To prepare the Learner for a successful career in Indian and Multinational Organisations and
for excelling in post -gradute studies
4. To motivate learners for life -longing learning
5. To incu lcate a professional and ethical attitude, good leadership qualities and commitment to
social responsibilities in the Learner’s thought process
In addition to the above listed PEOs, every institute is encouraged to add a few (2 -3) more PEOs
suiting their institute vision and mission
Apart from the PEOs , for each course of the program, objectives and expected outcomes from a
learner’s point of view are also included in the curriculum to supp ort the philosophy of OBE . We
strongly believe that even a small step taken in the right direction will definitely help in providing
quality education to the major stakeholders.

Board of Studies in Civil Engineering , University of Mumba i
1. Dr. S. K. Ukarande : Chairman
2. Dr. K. K. Sangle: Member
3. Dr. S. B. Charhate: Member
4. Dr. A. R. Kambekar: Member
5. Dr. R. B. Magar: Member
6. Dr. Seema Jagtap: Member

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Page 6 of 77
Program Structure for Second Year Engineering
Semester III & IV
UNIVERSITY OF MUMBAI
(With Effect from 2020 -2021 )
Semester - III
Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC301 Engineering Mathematics -III 3 - 1 3 - 1 4
CEC302 Mechanics of Solids 4 4 4
CEC303 Engineering Geology 3 3 3
CEC304 Architectural Planning &
Design of Buildings 2 - - 2 - - 2
CEC305 Fluid Mechanics - I 3 - - 3 - - 3
CEL301 Mechanics of Solids - 2 - - 1 - 1
CEL302 Engineering Geology - 2 - - 1 - 1
CEL303 Architectural Planning &
Design of Buildings - 2 - - 1 - 1
CEL304 Fluid Mechanics - I - 2 - - 1 - 1
CEL305 Skill Based Lab Course -I 3 - 1.5 1.5
CEM301 Mini Project – 1 A - 3$ - - 1.5 - 1.5
Total 15 14 1 15 7 1 23

Examination Scheme
Course
Code Course Name Internal
Assessment End
Sem
Exam Exam
Durati
on
(Hrs.) -
Term
Work
Prac.
/Oral
Total

Test
I Test
II Avg
.
CEC301 Engineering Mathematics -III 20 20 20 80 3 25 - 125
CEC302 Mechanics of Solids 20 20 20 80 3 - - 100
CEC303 Engineering Geology 20 20 20 80 3 - - 100
CEC304 Architectural Planning &
Design of Buildings 20 20 20 80 3 - - 100
CEC305 Fluid Mechanics - I 20 20 20 80 3 - - 100
CEL301 Mechanics of Solids - - - - - 25 25 50
CEL302 Engineering Geology - - - - - 25 25 50
CEL303 Architectural Planning &
Design of Buildings - - - - - 25 25 50
CEL304 Fluid Mechanics - I - - - - - 25 25 50
CEL305 Skill Based Lab Course -I - - - - - 50 - 50
CEM301 Mini Project – 1 A - - - - - 25 25 50
Total 100 400 - 200 125 825

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Page 7 of 77
Semester – IV

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC401 Engineering Mathematics - IV 3 -- 1 3 - 1 4
CEC402 Structural Analysis 4 -- - 4 - - 4
CEC403 Surveying 3 -- - 3 - - 3
CEC404 Building Materials &Concrete
Technology 3 -- - 3 - - 3
CEC405 Fluid Mechanics -II 3 - - 3 - - 3
CEL 401 Structural Analysis -- 2 - - 1 - 1
CEL 402 Surveying -- 3 - - 1.5 - 1.5
CEL 403 Building Material Concrete
Technology -- 2 - - 1 - 1
CEL 404 Fluid Mechanics -II -- 2 1 1
CEL 405 Skill Based lab Course -II -- 2 - - 1 - 1
CEM401 Mini Project – 1 B -- 3$ - - 1.5 - 1.5
Total 16 14 1 16 7 1 24

Examination Scheme
Course
Code Course Name Internal
Assessment End
Sem
Exam Exam
Durati
on
(Hrs.) -
Term
Work
Prac.
/Oral
Total

Test
I Test
II Avg
.
CEC 401 Engineering Mathematics - IV 20 20 20 80 3 25 - 125
CEC 402 Structural Analysis 20 20 20 80 3 - - 100
CEC 403 Surveying 20 20 20 80 3 100
CEC 404 Building Materials & Concrete
Technology 20 20 20 80 3 - - 100
CEC 405 Fluid Mechanics -II 20 20 20 80 3 - - 100
CEL 401 Structural Analysis 25 25 50
CEL 402 Surveying 50 25 75
CEL 403 Building Materials & Concrete
Technology - - - - - 25 25 50
CEL 404 Fluid Mechanics -II - - - - - 25 25 50
CEL 405 Skill Based lab Course -II - - - - - 50 - 50
CEM401 Mini Project – 1 B - - - - - 25 25 50
Total 100 400 - 225 125 850

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Page 8 of 77
Semester - III

Course Code Course Name Credits
CEC 301 Engineering Mathematics -III 04

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
03 - 01 03 - 01 04

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-II Average
20 20 20 80 03 hrs 25 - - 125

Pre-requisite: Engineering Mathematics -I,
Engineering Mathematics -II,
Course Objectives:
1. To familiarize with the Laplace Transform, Inverse Laplace Transform of various
functions, its applications.
2. To acquaint with the concept of Fourier Series, its complex form and enhance the problem
solving skills.
3. To familiarize with the concept of complex variables, C -R equation s with applications.
4. To study the application of the knowledge of matrices and numerical methods in complex
engineering problems.

Course Outcomes: Learner will be able to….
1. Apply the concept of Laplace transform to solve the real integrals in engineering problems.
2. Apply the concept of inverse Laplace transform of various functions in engineering
problems.
3. Expand the periodic function by using Fourier series for real life problems and complex
engineering problems.
4. Find orthogonal trajectories an d analytic function by using basic concepts of complex
variable theory.
5. Apply Matrix algebra to solve the engineering problems.
6. Solve Partial differential equations by applying numerical solution and analytical methods
for one dimensional heat and wave equ ations.

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Page 9 of 77
Module Detailed Contents Hrs.
01 Module: Laplace Transform
1.1 Definition of Laplace transform, Condition of Existence of Laplace transform,
1.2 Laplace Transform (L) of Standard Functions like 𝑒𝑎𝑡, 𝑠𝑖𝑛(𝑎𝑡), 𝑐𝑜𝑠(𝑎𝑡),
𝑠𝑖𝑛ℎ(𝑎𝑡), 𝑐𝑜𝑠ℎ(𝑎𝑡) and 𝑡𝑛 ,𝑤ℎ𝑒𝑟𝑒 𝑛≥0.
1.3 Properties of Laplace Transform: Linearity, First Shifting theorem, Second
Shifting Theorem, change of scale Property, multiplication by t, Division by t,
Laplace Transform of derivatives and integrals (Properties wi thout proof).
1.4 Evaluation of integrals by using Laplace Transformation.
Self-learning topics: Heaviside’s Unit Step function, Laplace Transform. of Periodic
functions, Dirac Delta Function. 07 Hrs.
02 Module: Inverse Laplace Transform
2.1 Inverse Laplace Transform, Linearity property, use of standard formulae to
find inverse Laplace Transform, finding Inverse Laplace transform using
derivative
2.2 Partial fractions method & first shift prop erty to find inverse Laplace transform.
2.3 Inverse Laplace transform using Convolution theorem (without proof)

Self-learning Topics: Applications to solve initial and boundary value problems
involving ordinary differential equations. 06 Hrs.
03 Module: Fourier Series:
3.1 Dirichlet’s conditions, Definition of Fourier series and Parseval’s Identity
(without proof)
3.2 Fourier series of periodic function with period 2π and 2l,
3.3 Fourier series of even and odd functions
3.4 Half range Sine and Cosine Series.

Self-learning Topics: Complex form of Fourier Series, orthogonal and orthon ormal
set of functions, Fourier Transform. 07Hrs.
04 Module: Complex Variables:
4.1 Function f(z) of complex variable, limit, continuity and differentiability of f(z),
Analytic function, necessary and sufficient conditions for f(z) to be analytic (wit hout proof),
4.2 Cauchy -Riemann equations in cartesian coordinates (without proof)
4.3 Milne -Thomson method to determine analytic function f(z) when real part (u) or Imaginary
part (v) or its combination (u+v or u -v) is given. 07Hrs.

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Page 10 of 77
4.4 Harmonic function, Harmonic conjugate and orthogonal trajectories

Self-learning Topics: Conformal mapping, linear, bilinear mapping, cross ratio, fixed points and
standard transformations
05 Module: Matrices:
5.1 Characteristic equation, Eigen values and Eigen vectors, Properties of Eigen
values and Eigen vectors. ( No theorems/ proof )
5.2 Cayley -Hamilton theorem (without proof): Application to find the inverse
of the given square matrix and t o determine the given higher degree
polynomial matrix.
5.3 Functions of square matrix
5.4 Similarity of matrices, Diagonalization of matrices

Self-learning Topics: Verification of Cayley Hamilton theorem, Minimal
polynomial and Derogatory mat rix & Quadratic Forms (Congruent transformation &
Orthogonal Reduction) 06 Hrs.
06 Module: Numerical methods for PDE
6.1 Introduction of Partial Differential equations, method of separation of
variables, Vibrations of string, Analytical method for one dimensional heat and
wave equations. (only problems)
6.2 Crank Nicholson method
6.3 Bender Schmidt method
Self-learning Topics: Analytical methods of solving two and three dimensional
problems. 06 Hrs.
Total 39

Term Work:
General Instructions:
1 Batch wise tutorials are to be conducted. The number of student’sperbatch should be as per University
pattern for practicals.
2 Students must be encouraged to write at least 6 class tutorials on entire syllabus.
3 A group of 4 -6 students should be assigned a s elf-learning topic. Students should prepare a
presentation/problem solving of 10 -15 minutes. This should be considered as mini project in
Engineering Mathematics. This project should be graded for 10 marks depending on the
performance of the students.

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The distribution of Term Work marks will be as follows –
1 Attendance (Theory and Tutorial) 05 marks
2 Class Tutorials on entire syllabus 10 marks
3 Mini project 10 marks

Assessment:
Internal Assessment for 20 marks: Consisting Two Compulsory Class Tests First test based on
approximately 40% of contents and second test based on remaining contents (approximately 40%
but excluding contents covered in Test I). Duration of each test shall be one hour.
End Semester Examina tion: Weightage of each module in end semester examination will be
proportional to number of respective lecture hours mentioned in the curriculum.
1 Question paper will comprise of total six questions, each carrying 20 marks
2 Question 1 will be compulsory a nd should cover maximum contents of the curriculum
3 Remaining questions will be mixed in nature (for example if Q.2 has part (a) from module 3
then part (b) will be from any module other than module 3)
4 Only Four questions need to be solved.

References:
1 Engineering Mathematics, Dr. B. S. Grewal, KhannaPublication
2 Advanced Engineering Mathematics, Erwin Kreyszig, Wiley EasternLimited,
3 Advanced Engineering Mathematics, R. K. Jain and S.R.K. Iyengar, Narosapublication
4 Advanced Engineering Mathematics, H.K. Da s, S. Chand Publication
5 Higher Engineering Mathematics B.V. Ramana, McGraw HillEducation
6 Complex Variables and Applications, Brown and Churchill, McGraw -Hilleducation,
7 Text book of Matrices, Shanti Narayan and P K Mittal, S. ChandPublication
8 Laplace transf orms, Murray R. Spiegel, Schaum’s OutlineSeries
*****************

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Semester - III
Course Code Course Name Credits
CEC 302 Mechanics of S olids 4
Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
4 - 4 - -- 4
Theory Term Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem
Exam TE PR OR Test-I Test-
II Average
20 20 20 80 3 Hours - -- -- 100

Rationale

Civil Engineering structures are made using various engineering materials such as steel, concrete,
timber, other metals or their composites. They are subjected to force systems resulting into axial
forces, bending moments, shear forces, torsion and their combinations. Different materials
respond differently to these by getting deformed and having induced stresses. Determination of
stress, strain, and deflection suffered by structural elements when subjected to diverse loads is
prerequisite for an economi cal and safe design.
In this course, learners will understand the internal response behavior of material under different
force systems. The knowledge of ‘Mechanics of Solids’ will be foundation of essential theoretical
background for the subjects of Struc tural Analysis and Structural Design.
Objectives

1) To learn stress - strain behavior and physical properties of materials and to compute the
Stresses developed and deformation of Elastic members and thin cylinders subjected to
internal pressure.
2) To learn to represent graphically the distribution of axial force, shear force and bending
mom ent along the length of statically determinate beams and portal frames.
3) To compute area moment of inertia and to analyze the distribution of shear stress and the
flexural (bending) stress across the cross section of structural members.
4) To study circular s hafts under the action of twisting moment and to determine the direct and
bending stresses in columns and study buckling behavior of centrally and eccentrically
loaded columns.
5) To determine principal planes and stresses and strain energy computation in e lastic members.
6) To learn the computation of slope and deflection of elastic beams and general theorems used
in this computation.

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Detailed Syllabus
Module Course Modules / Contents Periods

1 Module Name - Stresses and Strains in Elastic members, Spherical and
Cylindrical shells (9)
1.1 Types of Stresses and Strains, stress -strain curve, different types of
Elastic moduli and relationships between them, Poisson’s ratio, factor
of safety. Bars of varying sections, composite sections, temp erature
stresses 6
1.2 Thin cylindrical and spherical shells under Internal pressure:
Determination of Hoop stress, Longitudinal stress, Shear stress and
volumetric strain. 3
2 Module Name - Axial force, shear force and bending moment diagrams
for beams and portal frames (9)
2.1 Concept of Axial Force, Shear Force and Bending Moment.
a) A.F. S.F. and B M Diagrams for statically determinate S S and
Cantilever beams without internal hinges and for single loading like
point load, UDL, UVL or Couple moment.
b) A.F. S.F. and B.M. Diagrams for statically determinate beams
with internal hinges and combination of loading 6
2.2 A.F. S.F. and B.M Diagrams for statically determinate 3-member
Portal Frames with or without internal hinges . 3
3 Module Name - Area Moment of Inertia, Shear stresses and Bending
stresses in beams (9)
3.1 Area Moment of inertia, Parallel and Perpendicular axis theorem, polar
moment of inertia. Radius of gyration. (Rectangular, Triangular,
Circular, Semicircular section and their combination)
Distribution of shear stress across plane sections Commonly used f or
structural purposes. 5
3.2 Theory of pure bending, Flexure formula for straight beam, simple
problems involving application of Flexure formula, section modulus,
moment of resistance, flitch beams. 4
4 Module Name - Torsion in Shafts, Columns (10)
4.1 Torsion in solid and hollow circular shafts, shafts with varying cross
sections, Shafts transmitting and receiving power at different points.
Stresses in Shafts while transmitting power. 4
4.2 Direct and bending stresses in Columns, Core of section. 6

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Buckling of Columns, Members subjected to axial loading, concept of
buckling, effective length, different support conditions, Euler’s and
Rankine’s formula. Concept of Eccentrically loaded columns.
5 Module Name - Principal planes and stresses, Strain Energy (8)
5.1 General equation for transformation of stress, Principal planes and
principal stresses, maximum Shear stress, stress determination by
analytical and Graphical method (using Mohr’s circle). 4
5.2 Strain energy due to axial force and impact loads in columns, due to
bending in beams, due to torsion of shaft. 4
6 Module Name - Slope and Deflection in Beams , General Theorems (7)
6.1 Concept of Slope and Deflection in Beams, Macaulay’s Method for
slope and deflection in S S and Cantilever beams subjected to point
loads, UDL and couple moments. 4
6.2 General Theorems: Betti and Maxwell’s reciprocal Theorem,,
Principle of Superposition, Principle of Virtual work, Castigliano’s
theorems.
3

Contribution to Outcome

On completion of this course, the students will be able to:
1) Evaluate stress - strain behavior of elastic members and thin cylinders subjected to internal
pressure.
2) Draw variation of axial force, shear force and bending moment diagram for statically
determinate beams and frames.
3) Calculate Moment of Inertia for cross sections and analyse the materia l response under the
action of shear and the effect of flexure (bending).
4) Predict the angle of twist and shear stress developed in torsion and compute direct and
bending stresses developed in the cross section of centrally and eccentrically loaded
columns.
5) Locate principal planes in members and calculate principal stresses using analytical and
graphical method and to calculate strain energy stored in members due to elastic
deformation.
6) Evaluate slope and deflection of beams supported and loaded in d ifferent ways.
Internal Assessment (20 Marks):
One Compulsory Class Test, based on approximately 40% of contents and another on 40% from
the remaining content be taken. Average of the two will be considered as IA Marks.

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End Semester Examination (80 Marks ):
Weightage of each module in end semester examination will be proportional to number of
respective lecture
Hours mentioned in the curriculum.
1) Question paper will comprise of total six questions , each carrying 20 marks.
2) Question 1 will be compulsory and should cover maximum contents of the curriculum
3) Remaining questions will be mixed in nature (for example if Q.2 has part (a) from
module 3 then part (b) will be from any module other than module 3)
4) Only Four questions need to be solved .
Recommended Books:
1. Strength of Materials: S. Ramamrutham , Dhanpatrai Publishers.
2. Strength of Materials: R.K. Rajput , S. Chand Publications.
3. Mechanics of Materials: Vol -I: S.B. Junnarkar and H.J. Shah , Charotar Publications.
4. Strength of Materials: Subramani an, Oxford University Press
5. Strength of Materials: S.S. Rattan , Tata Mc -Graw Hill, New Delhi
6. Strength of Materials (Mechanics of Materials): R.S. Lehri and A.S. Lehri , S.K. Kataria
Publishers, New Delhi
7. Strength of Materials: Dr. V. L. Shah , Structures Publications, Pune
Reference Books:
8. Mechanics of Materials: James, M. and Barry J .; Cengage Learning.
9. Mechanics of Materials: Andrew Pytel and Jaan Kiusalaas , Cengage Learning.
10. Mechanics of Materials: Timoshenko and Gere , Tata McGraw Hi ll, New Delhi.
11. Mechanics of Materials: James M. Gere , Books/Cole.
12. Strength of Materials: G.H. Ryder , Mc-Millan.
13. Mechanics of Materials: E.P. Popov , Prentice Hall India (PHI) Pvt. Ltd.
14. Mechanics of Materials: Pytel and Singer , Mc-Graw Hill, New Delhi.
15. Stren gth of Materials: William A. Nash and Nillanjan Mallick , Mc -Graw Hill Book Co.
(Schaum’s Outline Series)
*****************

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Semester -III

Course Code Course Name Credits
CEC 303 Engineering Geology 3

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
3 - 3 - 3

Theory Term Work/Practical/Oral
Total Internal Assessment End Sem
Exam Duration of End
Sem Exam TW PR OR Test-I Test-II Average
20 20 20 80 3 hrs - 100

Rationale

Engineering geology is an applied geology discipline that involves the collection, analysis, and
Interpretation of geological data and information required for the safe development of civil
works. The objective of this course is to focus on the core activities of engineering geologists –
site characterization, geologic hazard identification and mitigation. Through lectures, labs, and
case study examination student will learn to couple geologic expertise with the engineering
properties of rock in the characterization of geologic sites for civil work projects.
Understanding of the foundation rocks and structures present in them is of utmost importance
for the safety and stability of Civil engineering structures. The study also helps in the assessm ent
of groundwater, oil and gas and mineral resource evaluation.
Objectives

1. To acquire basic knowledge of Geology and to understand its significance in various civil
engineering projects.
2. To study minerals and rocks in order to understand their fundamental characteristics and
engineering properties.
3. To study structural geology for characterization of site, analysis and report geologic data
using standards in engineering practice.
4. To study methods of subsurface investigation, advantages and disadv antages caused due
to geological conditions and assessment of site for the construction of civil structures.
5. To study rock mass characterization for the construction of tunnels and assessment of rock
as source of ground water.
6. To study the control of geolo gy over the natural hazards and their preventive measures.

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Detailed Syllabus

Module Course Modules / Contents Periods

1 Introduction & Physical Geology 5
1.1 Branches of geology useful to civil engineering, Importance of
geological studies in various civil engineering Projects. Departments
dealing with this subject in India and their scope of work - GSI, Granite
Dimension Stone Cell, NIRM.
1.2 Internal structure of the Earth and use of seismic waves in
understanding the interior of the earth. Theory of Plate Tectonics.
1.3 Weathering types, Erosion and Denudation. Factors affecting
weathering and product of weathering (engineering consideration)
Superficial deposits and its geological Importance.
1.4 Brief study of geological action of wind, glacier and river.
2 Mineralogy and Petrology 7











2.1 Identification of minerals with the help of physical properties, rock
forming minerals, megascopic identification of primary and secondary
minerals, study of common ore minerals.
2.2 Igneous Petrology - Mode of formation, Texture and structure, form of
Igneous rocks, Classification of Igneous rocks, study of commonly
occurring igneous rocks, Engineering aspect of Granite and Basalt.
2.3 Sedimentary Petrology - Mode of formation, Textures, characteristics
of shallow water deposits like lamination, bedding, current bedding
etc., classification, study of commonly occurring sedimentary rocks
and their engineering application.
2.4 Metamorph ic Petrology - Mode of formation, agents and types of
metamorphism, structures and textures of metamorphic rocks,
classification and study of commonly occurring metamorphic rocks and
their engineering application.
3 Structural Geology and Stratigraphy 12

3.1 Dip and Strike. Outcrop and width of outcrop. Inliers and Outliers. Type
of discontinuities in the rocks.
Fold: Terminology, Classification on the basis of position of axial
plane, Criteria for their recognition in field and engineer ing
consideration.
Fault: Terminology, Classification on the basis of movement of faulted
block, Criteria for recognition in field, effects on outcrops and
Engineering consideration.

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Joints & Unconformity: Types and geological importance.
Three point prob lems to determine attitude of the strata
3.2 Determination of thickness of the strata with the help of given data.
3.3 Geological Maps and their application for civil engineering works,
Identification of symbols in maps.
3.4 General principles of Stratigraphy, geological time scale,
Physiographic divisions of India and their characteristics. Stratigraphy
of Deccan V olcanic Province.
4 Geological Investigation, study of dam and reservoir site: 7
4.1 Required geological consideration for selecting dam and reservoir site.
Favorable & unfavorable conditions in different types of rocks in
presence of various structural features, precautions to be taken to
counteract unsuitable conditions.
4.2 Electrica l resistivity and Seismic method of geological investigation.
Rock Quality Designation and its importance to achieve safety and
economy of the projects like dams and tunnels.
4.3 Borehole problems and their significance in determining subsurface
geology of the area.
5 Tunnel Investigation and Ground Water Control 5
5.1 Importance of geological considerations while choosing tunnel sites
and alignments of the tunnel, safe and unsafe geological and structural
conditions.
5.2 Geo-mechanics classification (RMR) and its application.
5.3 Sources, zones, water table, unconfined, confined and Perched water
tables. Factors controlling water bearing capacity of rocks, Pervious
and Impervious rocks, Different types of rocks as sourc e of ground
water. Artesian well (flowing and non -flowing). Cone of Depression
and its use in Civil engineering.
6 Geological Disasters and Control Measures 3
6.1 Landslides -Types, causes and preventive measures for landslides,
Landslides in Deccan region.
6.2 V olcano - Central type and fissure type, products of volcano.
6.3 Earthquake - Terminology, Earthquake waves, construction and
working of seismograph, Earthquake zones of India, elastic rebound
theory, Preventive measures for structures constructed in Earthquake
prone area.

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Contribution to Outcome
On completion of this course, the students will be able to:
1) Explain the concepts of Geology and its application for safe, stable and economic design
of any civil engineering structure.
2) Interpret the lithological characters of the rock specimen and distinguish them on the basis
of studied parameters.
3) Describe the structural elements of the rocks and implement the knowledge for collection
and analysis of the geological data.
4) Interpret the geological conditions for the dam site and calculate RQD for the assessment
of rock masses.
5) Analyze the given data and suggest r ock mass rating for assessment of tunnelling
conditions.
6) Interpret the causes of geological hazards and implement the knowledge for their
prevention.
Internal Assessment (20 Marks):
Consisting Two Compulsory Class Tests - First test based on approximately 40% of contents and second
test based on remaining contents (approximately 40% but excluding contents covered in Test I)
End Semester Examination (80 Marks):
Weightage of each module in end semester examination will be proportional to number of
respective lecturehours mentioned in the curriculum.
1) Question paper will comprise of total six questions , each carrying 20 marks.
2) Question 1 will be compulsory and should cover maximum contents of the curriculum
3) Remaining questions will be mixed in nat ure (for example if Q.2 has part (a) from module
3 then part (b) will be from any module other than module 3)
4) Only Four questions need to be solved .
Recommended Books:
1) Text book of Engineering Geology: N. Chenna, Kesavulu, Mc -Millan.
2) Text book of Enginee ring and General Geology, 8th edition (2010): Parbin Singh, S K
Kataria& Sons.
3) Text book of Engineering Geology: P. K. Mukerjee, Asia.
4) Text book of Engineering Geology: Dr. R. B. Gupte, Pune VidyarthiGriha
5) Prakashan, Pune.
6) Principles of Engineering Geology: K. M. Banger.

Reference Books:
7) A Principles of Physical Geology: Arthur Homes, Thomas Nelson Publications, London.
8) Structural Geology, 3rd edition (2010): Marland P. Billings, PHI Learning Pvt. Ltd. New Delhi
9) Earth Revealed, Physica l Geology: David McGeeary and Charles C. Plummer
10) Principles of Geomorphology: William D. Thornbury, John Wiley Publications, New York.
11) Geology for Civil Engineering: A. C. McLean, C.D. Gribble, George Allen &UnwinLondon.
12) Engineering Geology: A Parthsarat hy, V . Panchapakesan, R Nagarajan, Wiley India 2013.
*****************

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Semester - III

Course Code Course Name Credits
CEC304 Architectural Planning & Design of Buildings 02

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
02 - - 02 - - 02

Theory Term Work/Practical/Oral
Total
Internal Assessment
End Sem
Exam Duration of End
Sem Exam TW PR OR
Test-I Test-II Average
20 20 20 80 03 Hrs --- - 100

Rationale
Drawing is the language of Civil Engineers to communicate. Drawing is one of the most essential
documents as far as civil engineering is concerned. It provides guidance and instructions to
architects, engineers and workmen at field, on how to construct structures accordi ng to the figures
and dimensions shown in the drawing. Approved drawings are also essential for the estimation
of cost and materials; as well as a very important contract document.
Objectives

1) To remember and recall the intricate details of building design and drawing.
2) To gain an understanding of the basic concepts of building design and drawing.
3) To learn how to apply professional ethics and act responsibly pertaining to the norms of
building design and drawing practices, rules, regulation an d byelaws, Building codes
4) To identify, analyze, research literate and solve complex building design and drawing
problems.
5) To have new solutions for complex building design and drawing problems.
6) To effectively communicate ideas, related to building design and drawing, both orally as well
as in written format like reports & drawings.

Course Outcomes
At the end of the course learners will be able to:
1) Remember and recall the intricate details of building design and drawing.
2) Understand the basic concepts of b uilding design and drawing.
3) Learn how to apply professional ethics and act responsibly pertaining to the norms of
building design and drawing practices.
4) Identify, analyze, research literate and solve complex building design and drawing
problems.
5) Have new solutions for complex building design and drawing problems.
6) Effectively communicate ideas, related to building design and drawing, both orally as
well as in written format like reports & drawings.

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Detailed Syllabus
Module Sub- Modules/ Contents Period s
1 Principles and Codes of Practices for Planning and Designing of
Buildings(Residential and Public buildings) 8
1.1 Study of IS 962: 1989 – Code of Practice for Architectural and Building
Drawings; How to develop Line plan into actual PLAN, ELEV ATION,
Section etc. including all the constructional details of various components
in a BUILDING
1.2 Principles of planning for Residential buildings
1.3 Classification of buildings: Residential –Individual Bungalows &
Apartments/Flats.
Public – Education (Schools, Colleges etc.) &Health (Primary Health
Center, Hospital) related buildings
1.4 Study & drawing of SITE PLAN,FOUNDATION PLAN,ROOF PLAN of
building;
Study of building Bye – laws, Zoning Regulations and permissions
required from commencement to completion of the building according to
National Building Code (N.B.C.) of India and local Development Control
(D.C.) rules
1.5 Study of sun path diagram, wind rose diagram and sun shading devices
1.6 Calculation of setback distances, carpet area, built -up area and floor
spaceindex (FSI)
1.7 Study of Principles of planning for public buildings:
i) Building for education: schools, colleges, institutions etc.
ii) Buildings for health: hospitals, primary health centers etc.
2. Components and Services of a Building 3
2.1 Staircase (dog -legged) planning, designing & drawing in details
2.2 Foundations: stepped footing, isolated sloped footing and combined
footing
2.3 Openings: doors and windows
2.4 Types of pitched roof and their suitability (plan and section)
2.5 Building services: Water supply, sanitary and electrical layouts
3. Perspective Drawings 4
3.1 One-point perspective drawing
3.2 Two-point perspective drawing
4 Town Planning, Architectural Planning & Built Environment 3
4.1 Objectives and planning of TOWN PLANNING
4.2 Master plan,
Re-Development of buildings, Slum rehabilitation.
4.3 Architectural Planning: introduction and principles
4.4 Built Environment: introduction and principles
5 Green Buildings 2
5.1 Introduction, uses ,objectives of Green Buildings and overview
5.2 Study of Certification methods such as LEED, TERI, GRIHA, IGBC.
6. Computer Aided Drawing (CAD) 6
6.1 Details and learning methods of CAD in Civil Engineering structures
6.2 Study and demonstration of any one of the professional CAD software’s
Total 26

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Theory Examination:
1) Only 4 questions (out of 6) need to be attempted.
2) Question no. 1 will be compulsory and based on the drawing work of any one building,
may be residential or public building.. Some questions from the remaining may be on
Theory portion.
3) 4. Any 3 out of the remaining 5 questions need to be attempted.
4) In ques tion paper, weightage of each module maybe approximately proportional to the
number of lecture hours assigned to it in the syllabus.
Internal Assessment:
There will be Two class tests (to be referred to as an ‘ Internal Assessment’ ) to be conducted in
the s emester. The first internal assessment (IA -I) will be conducted in the mid of the semester
based on the 50% of the syllabus. It will be of 20 marks. Similarly, the second internal assessment
(IA-II) will be conducted at the end of the semester and it will be based on next 50% of the syllabus.
It will be of 20 marks. Lastly, the average of the marks scored by the students in both the Internal
Assessment will be considered. Duration of both the IA examination will be of one hour duration,
respectively. Civil Engineering Drawing (including Architectural aspect) by M. Chakraborti
(Monojit Chakraborti Publications, Kolkata)
Recommended Books
1) Planning and Designing Buildings by Y. S. Sane (Modern Publication House, Pune)
2) Building Drawing and Detailing by B.T.S. Pr abhu, K.V. Paul and C. V. Vijayan (SPADES
Publication, Calicut)
3) Building Planning by Gurucharan Singh (Standard Publishers & Distributors, New Delhi)
References:
1) IS 962: 1989 – Code of Practice for Architectural and Building Drawings.
2) National Building Code of India – 2005 (NBC 2005)
3) Development Control Regulations for Mumbai Metropolitan Region for 2016 – 2036
(https://mmrda.maharashtra.gov.in )
4) Development Control Regulations for Navi Mumbai Municipal Corporation – 1994
(https://www.nmmc.gov.in/development -control -regulations )
5) Development Plan and Control Regulation KDMC, https://mmrda.maharashtra.gov.in
Reference C odes:
1) National Building Code of India, 2005
2) IS 779 -1978 Specification for Water Meter
3) IS 909 -1975 Specification for Fire Hydrant
4) IS 1172 -1983 Code of Basic Requirement for Water Supply, Drainage & Sanitation
5) IS 1742 -1983 Code of Practice for Building Drain age
************

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Semester - III

Course Code Course Name Credits
CEC305 Fluid Mechanics - I 03

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
03 - - 03 - - 03

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-II Average
20 20 20 80 03 hrs - - - 100

Rationale

The concept of fluid mechanics in civil engineering is essential to understand the processes and
science offluids. The course deals with the basic concepts and principles in hydrostatics, hydro
kinematics andhydrodynamics with their applications in fluid f low problems.

Objectives
The students will be able to learn:
1. The properties of fluids, units and dimensions
2. Pressure measurement, manometry, Hydrostatic forces acting on different surfaces,
Principle of buoyancy and stability of floating body
3. Kinematic and Dynamic behavior through various laws of fluids like continuity, Euler’s,
Bernoulli’s equations, energy and momentum equations.
4. Importance of fluid flow and various velocity measuring and discharge measuring devices
used in pipes and channels .
5. The basic difference between incompressible and compressible flow, Propagation
of pressure waves and stagnation points.

Detailed Syllabus
Module Course Modules / Contents Periods
1 Properties of Fluids

05 Mass density, weight density, specific gravity, specific volume, viscosity,
compressibility and elasticity, surface tension, capillarity, vapour pressure,
types of fluids, and introduction to real life applications.
2 Fluid Statics




11 2.1 Pressure Measurement:
Pascal’s law, hydrostatic law, pressure variation in fluids at rest.
Pressure scale, Absolute, atmospheric, gauge pressure, measurement
of pressure using manometers
2.2 Hydrostatic force on surfaces:

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Total pressure and centre of pressure, total pressure on horiz ontal
planesurface, vertical plane surface, Inclined plane surface, centre of
pressure for vertical plane surface and for inclined plane surface,
practical applications of total pressure and centre of pressure on
dams, gates, and tanks.
2.3 Buoyancy and floatation:
Archimedes principle, Meta -Centre, metacentric height, Stability of
floating and submerged bodies, determination of metacentric height,
Experimental and analytical methods, metacentric height for floating
bodies containing liquid, Time period of Transverse oscillations of
floating bodies.
3 Fluid Kinematics


05 Types of fluid flow, description of flow pattern, Lagrangian methods,
Eulerian method, continuity equation, velocity and acceleration of fluid
particles, streamline, streak line, path line,velocity potential and stream
function, equipotential lines and flow net, uses of flow net, rotational and
irrotational motions , circulation and vorticity
4 Fluid Dynamics


06 Control volume and control surface, Forces acting on fluid in motion,
Navier Stokes Equation, Euler’s Equation of motion, Integration of Euler’s
equations of motion, Bernoulli’s Theorem and its derivation, Bernoulli’s
equation for compressible fluid and real fluid, practical applications of
Bernoulli’s Equation - Venturimeter, Ori fice meter, nozzle meter, pitot
tube, Rota meter.
5 Flow measurement 08
5.1 Orifices and mouthpieces
Classification of orifices, flow through orifices, determination of
hydraulic coefficients, flow through large rectangular orifice, flow
through fully submerged and partially submerged orifice, time of
emptying a tank through an orifice at its bottom. Clas sification of
Mouthpieces, Flow through external cylindrical mouthpiece,
convergent -divergent mouthpiece, Borda’s mouthpieces.
5.2 Notches and weirs
Classification of notches and weirs, discharge over a rectangular,
triangular, trapezoidal notch/weir, velocity of approach, stepped
notch, Cipolleti weir, broad crested weir, ogee weir, discharge over
a submerged weir, ventilation of weirs.
6 6.1 Compressible flow 04
Basic equation of flow (elementary study), velocity of sound or
pressure wave in a fluid, Mach number, propagation of pressure
waves, area -velocity relationship, Stagnation properties.
Total 39

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Contribution to Outcome
Upon completion of the course, students shall have ability to:
1) Describe various properties of fluids and types of flow
2) Determine the pressure difference in pipe flows, application of Continuity equation and
Bernoulli’s theorem to determine velocity and discharge
3) Apply hydrostatic and dynamic solutions for fluid flow applications
4) Analyse the stability of floating bodies
5) Apply the working con cepts of various devices to measure the flow through pipes and channels
6) Explain the compressible flow, propagation of pressure waves and stagnation properties
Internal Assessment (20 Marks):
Consisting Two Compulsory Class Tests:
First test based on approximately 40% of contents and second test based on remainingcontents
(approximately 40% but excluding contents covered in Test I)
End Semester Examination (80 Marks):
Weightage of each module in end semester examination will be prop ortional to number of
respective lecture hours mentioned in the curriculum.
1) Question paper will comprise of total six questions , each carrying 20 marks.
2) Question 1 will be compulsory and should cover maximum contents of the curriculum
3) Remaining questions w ill be mixed in nature (for example if Q.2 has part (a) from module 3
then part (b) will be from any module other than module 3)
4) Only Four questions need to be solved .
Recommended Books:
1) Hydraulics and Fluid mechanics: Dr. P.M. Modi and Dr. S.M. Seth, Standard Book House,
Delhi
2) Theory and Application of Fluid Mechanics: K. Subramanian, Tata McGraw hill publishing
company, New Delhi.
3) Fluid Mechanics: Dr. A.K Jain, Khanna Publishers.
4) Fluid Mechanics and Hydraulics: Dr. S.K. Ukarande, Ane’s Boo ks Pvt.Ltd. (Revised Edition
2012), ISBN 97893 8116 2538
5) Fluid Mechanics and fluid pressure engineering: Dr. D.S. Kumar, F.K. Kataria and sons
6) Fluid Mechanics: R.K. Bansal Laxmi Publications (P) Ltd.

Reference Books:
1) Fluid Mechanics: Frank M. White, Tata McGraw Hill International Edition.
2) Fluid Mechanics: Streeter White Bedford, Tata McGraw International Edition.
3) Fluid Mechanics with Engineering Applications: R.L. Daugherty, J.B. Franzini, E.J.
Fennimore, Tata McGraw Hill, New Delhi.
4) Hydraulics : James F. Cruise, Vijay P. Singh and Mohsen M. Sherif, CENGAGE Learning
India (Pvt.) Ltd.
5) Introduction to Fluid Mechanics: Edward J. Shaughnessy, Jr, Ira M. Katz, James P. Schaffer.
Oxford Higher Education.

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Semester - III

Course Code Course Name Credits
CEL301 Mechanics of S olids- LAB
01

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Objectives

1) To learn stress - strain behavior and physical properties of materials and to compute the
Stresses developed and deformation of Elastic members.
2) To compute the distribution of shear stress and the flexural (bending) stress across the cross
section of structural members
3) To study circular s hafts under the action of twisting moment.
4) To learn the computation of slope and deflection of elastic beams and general theorems used
in this computation.

Outcomes

Learner will be able to…
1) Evaluate stress - strain behavior of materials and assess the structural behavior by the virtue of
stresses developed and deformation of elastic members.
2) Analyze the material response under the action of shear and the effect of flexure (bending).
3) Predict the angle of twist and shear stres s developed in torsion.
4) Evaluate slope and deflection of beams supported and loaded in different ways.
Term Work : Term work comprises of Laboratory work and assignments.

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Laboratory work : (At least 6 - Performances - Any one from each Module)
Mechanics of Solids (Practical performance)
Schedule Name of Experiment Duration
(Hours )
1st week 1) Using UTM find different Moduli of a material or
2) The Tension Test on M S rod or
3) The Tension Test on M S Flat 2


3rd week 1) The Compression Test on Concrete cube or
2) The Compression Test on Timber or
3) The Compression Test on Brick 2
5th week 1) Test of Bending Using a Strain Guage or
2) Test of Bending Using a other electronic devices or
3) Test of Shear Stress in Beams 2
7th week 1) Using TorsionTesting Machine, verify the torsion equation, find
different Moduli of a material. or
2) Spring Stiffness Test using strain gauges or other electronic devices 2
9th week 1) Charpy impact testing and Energy concept. or
2) Izod impact testing and Energy concept. 2
11th week 1) Using U T M perform experiments and verify Slope and deflection
equations, 3 points and 4 points loading. (Performance) or
2) Deflection of Simply supported Beams (Performance) or
3) Deflection of Cantilever Beams (Performance) 2
Total Duration = 12 Hours

Assignment:
(At least 1 from each module as per the Course instructor’s guidelines; it is to be assessed during
Laboratory hours. In order to avoid Copying/ repetition, Course Instructor may give different
assignments to different groups.)
Mechanics of Solids
Schedule Assignment Duration
(Hours)

2nd week Stresses and strains in Elastic members, Spherical and Cylindrical shells
• Prepare a model of Cylindrical vessel or
• Prepare a model of spherical vessel or
• Prepare a model of Cylindrical vessel with hemispherical ends or
• Prepare a chart showing diagrammatic representation of stresses or
• A set of 5 questions on a module design ed by course instructor, or
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• Write a Computer program in C++ or MSExcel on how to find a
particular quantity from given data (Ex : Find output, Elongation ‘б’ from
the input values of P,L,A and E)
• A chart about scientists and their contribution to the study of ‘Mechanics
of Solids’ (Example given at the end of this document – Appendix I) 2

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4th week Axial force, shear force and bending moment diagrams for beams and
portal frames
• A set of 5 questions on a module designed by course instructor, or
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• A chart about scientists and their contribution to the study of ‘Mechanics
of Structures’ (Example given at the end of this document) or
• Prepare a chart showing AFD, SFD & BMD for different symmetric and
asymmetric loads on S S beams or
• Prepare a chart show ing AFD, SFD & BMD for different loads on
Cantilever beams 2

6th week Area Moment of Inertia, Bending stresses and Shear stresses in beams
• Prepare a chart showing MI @ XX, YY &ZZ axes passing through the
centroid. or
• Prepare 3D models of different typical cross sections of beams and find
their cross sectional area, Ixx, Iyy and Izz.. or
• Prepare charts showing typical cross sections and variation of Bending
stresses and shear stresses across the cross section. or
• A set of 5 questions on a module designed by course instructor, or
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• Write a Computer program in C++ or MS Excel on how to find a
particular quantity from given data (Ex: Find output, Flexural stress ‘f’
from the input values of P,L,I and E)
• A chart about scientists and their contribution to the study of ‘Mechanics
of Structures’ (Example given at the end of this document) 2


8th week Torsion of Shafts, Columns
• Prepare 3D models of different solid and hollow circular cross sections
of shafts and find their cross sectional area, Ixx, Iyy and Izz. or
• A set of 5 questions on a module designed by course instructor, or
• Write a Computer program in C++ or MS Excel on how to find a
particular quantity from given data (Ex: Find output, Shear stress ‘q’ or
angle ‘ ϴ’ from the input values of T,L,G and J)
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• A chart about scientists and their contribution to the study of ‘Mechanics
of Solids’ (Example given at the end of this document) 2


10th week Principal planes and stresses, Strain Energy
• Draw typical stress transformation cases of Mohr’s circle using graph
paper. or
• A set of 5 questions on a module designed by course instructor, or
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• A chart about scientists and their contribution to the study of ‘Mechanics
of solids’ (Example given at the end of this document) 2

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12th week Slope and Deflection in Beams ; General Theorems
• Prepare chart to explain General theorems for sl ope and deflection. or
• A set of 5 questions on a module designed by course instructor, or
• A site visit to a relevant place or
• A model / chart based on a module or
• Design of a new experiment based on a module or
• A chart about scientists and their contribution to the study of ‘Mechanics
of Solids’ (Example given at the end of this document) 2
Total Duration = 12 Hours

Appendix -I:
A chart about scientists and their contribution to the study of ‘Mechanics of solids’ be made by
students. Contributions of Scientists like GiordanoRiccati, Leonhard Euler, Saint Venant, Christian
Otto Mohr, William J M Rankine, Carlo Castigliano, EnricoBe tti, Robert Hooke, W. H. Macaulay,
Augustin - Louis Cauchy, Simeon Poisson can be studied and presented.
Important Websites:
1) http://www.iitk.ac.in/mseold/mse_new/facilities/laboratories/Material Testing Lab /
MSE313A.pdf
2) https://home.iitm.ac.in/kramesh/S trength of Materials Laboratory Manual.pdf
3) https://www.researchgate.net/publication/338139499_Me_8381 -
Strength_Of_Materials_Lab_Manual

Assessment:
To be done in 13th week
⚫ Term Work:
Including Laboratory Work and Assignments both, Distribution of marks for Term Work shall be
as follows:
Laboratory work - : 15 Marks
Assignments - : 10 Marks
The sum will be multiplied by a factor of attendance between
0.5 (for poor attendance) to 1 (very good attendance).

⚫ End Semester Oral Examination
Oral examination will be based on entire syllabus
*****************

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Semester - III
Course Code Course Name Credits
CEL302 Engineering Geology Lab. Practice 1

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 2 - - 1 - 1

Theory Term Work/Practical/Oral
Total Internal Assessment End Sem
Exam Duration of
End Sem
Exam TW PR OR Test-I Test-II Average
- - - - 3 hrs 25 - 25 50

Objectives

1. To acquire basic knowledge of Geological Lab practices and apply it for the safe
development of Civil Engineering works.
2. To examine the mineral and rock sample and understand their fundamental properties for
their evaluation as construction and foundation material.
3. To study the Geological maps and their sections in terms of selecting the sites for various
civil engineering structures.
4. To study Borehole problems for determination of subsurface geology of the area.
5. To Study the drilling data and calculate RQD for assessment of rock masses for Civil
Engineering purposes.
Outcomes
Learner will be able to…
1. Identify various rock forming minerals on the basis of physical properties.
2. Explain the characteristics of Igneous, Sedimentary and Metamorphic rocks and assess
their suitability as construction material and foundation rock.
3. Interpret the rock characteristics and comment on their suitability as water bearing
horizons.
4. Interpret the geological map and assess the suitability of the site for Civil En gineering
works.
5. Solve the borehole problems and interpret it in order to understand subsurface Geology of
the area.
6. Calculate RQD and evaluate the rock masses for Civil Engineering Works.

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A) List of Experiments
Module
Detailed Contents Lab
Sessions/Hr
1 Study of Physical Properties of Minerals:
Identification of common Rock forming minerals on the basis of
physical Properties - Silica Group: Quartz and its varieties;
Cryptocrystalline silica: Jasper and Agate; Feldspar Group:
Orthoclase, Plagioclase; Carbonate Group: calcite; Amphibole
Group: Asbestos, Actinolite and Hornblende; Pyroxene
Group: Augite; Mica Group: Muscovite, Biotite and Talc; Element
Group: Graphite.


6
2 Identification of Metallic minerals: Galena, Pyrite, Hematite,
Magnetite. 2
3 Identification of rocks:
Igneous Rocks -Granite and its varieties, Syenite, Diorite, Gabbro,
Pegmatite. Porphyry, Dolerite, Rhyolite, Pumice, Trachyte, Basalt and
its varieties, V olcanic Breccia, V olcanic Tuffs.
4
4 Sedimentary Rocks - Conglomerate, Brecc ia, Sandstone and its
varieties, Shales, Limestones, Laterites. 2
5 Metamorphic Rocks - Schist and its varieties, Gneiss and its varieties,
Slate, Marbles, Quartzite and Phyllite. 2
6 Geological Maps:
a) Horizontal strata: Drawing the cross section and assessment of
geological history of the area.
b) Inclined Strata: Calculation of dip and strike in an inclined strata
and assessment of geological history of the area.
c) Assessment of the geological conditions for a proposed dam site
in the given map.
d) Assessmen t of the geological conditions for a proposed tunnel
site in the given map.
e) Assessment of the geological conditions for groundwater reserve
in the given map. 6
7 Borehole problems to interpret subsurface geology 2
8 Calculation of RQD from the given data and assessment of rock
quality. 2

B) Assessment:
⚫ Term Work
Including Laboratory Work and Assignments both, Distribution of marks for Term Work
Shall beas follows:
Laboratory work - : 10 Marks
Assignments - : 10 Marks
Attendance : 05 Marks

⚫ End Semester Oral Examination
Oral examination will be based on the entire syllabus.
*****************

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Semester - III

Course Code Course Name Credits
CEL 303 Architectural Planning & Design of Buildings
Lab 01

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of End
Sem Exam TW PR OR Test-I Test-II Average
- - -
- - 25 - 25 50

@ For the course ‘Building Design and Drawing, the oral examination shall be conducted in
conjunction with the sketching examination.

Rationale

Drawing is the language of Civil Engineers to communicate. Drawing is one of the most essential
documents as far as civil engineering is concerned. It provides guidance and instructions to
architects, engineers and workmen at field, on how to construct structures according to the figures
and dimensions shown in the drawing. Approved drawings are also essential for the estimat ion
of cost and materials; as well as a very important contract document.
Course Objectives
1) To remember and recall the intricate details of building design and drawing.
2) To gain an understanding of the basic concepts of building design and drawing.
3) To learn how to apply professional ethics and act responsibly pertaining to the norms of
building design and drawing practices.
4) To identify, analyze, research literate and solve complex building design and
drawing problems.
5) To have new solutions for complex building design and drawing problems.
6) To effectively communicate ideas, related to building design and drawing, both orally as
well as in written format like reports & drawings.

Course Outcomes:
At the end of the course, learners will be able to:
1) Plan and design of residential and public building by implementing the principles
of planning of buildings, Green building principles, byelaws, regulations and codes
for planning

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2) Preparing various working and detailed drawing of the buildings in CAD.
3) Preparing layouts of various building services.
4) Preparing perspective views for all types of buildings
5) Preparing the reports based on the drawings prepared, if required
Practical:
Students should make all the drawings during the Practical time allot ted to them.
1) Drawings (Manually) should be drawn in the allotted Drawing hall only.
2) Drawings (CAD sheets) should be drawn on the Desktop/Laptop in Computational Lab.
After completing the work, Print out of those sheets should be submitted for gradation/Mar ks.

Assignments:
Two Assignments should be completed, covering all the modules in the syllabus.
1) Assignment -1 should be on 50% of the syllabus, to be completed before Internal
Assessment -I exam.
2) Assignment -2 should be on the remaining 50% of the Syllabus , to be completed before
Internal Assessment -II exam.
Site Visit :
Students should visit any Residential building/Public building physically and take
Measurements inside of all rooms & over all outside of the building & can submit as malldrawing
sheet with the help of CAD. ( Optional only)

Practical Examination (Oraland Sketching)
Practical examination will consist of sketching and oral examination based on the entire syllabus.
Term Work:
Drawings & Assignments:
1) Ground floor plan, first floor plan, elevation, section passing through at least one sanitary
unit & staircase, Site plan, Foundation Plan and details of one FOOTING, Roof Plan
,schedule of opening and construction notes of a residential building(bungalow or
apartment) to be constructed as a (G+1) R.C.C. framed structure ( only Manual Drawing)
2) One-Point Perspective drawingfor any Residential structure( only Manual drawing)
3) Ground floor plan, first floor plan, elevation, section passing through at least one sanitary
unit & staircase, schedule of opening and construction notes of a public
building( Education/Health related ) be constructed as a (G+1) R.C.C. framed structure (
only CAD drawing Sheet )
4) Two -Point perspective drawing for any one public building ( only CAD drawing Sheet )
5) Assignment No. - 1
6) Assignment No. - 2


Distribution of Term -work Marks:

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The marks of term -work shall be judiciously awarded depending upon the quality of the term work.
The final certification acceptance of term -work warrants the satis factorily the appropriate
completion of the required quality & quantity of work for the minimum passing marks to be
obtained by the students. Broadly, the split of the marks for term work shall be as given below.
However, there can be further bifurcation i n the marks under any of the heads to account for any
sub-head therein.
Particulars Marks
1 Drawing Sheet (Manual) 7.5 Marks
2 Drawing Sheet (CAD Based) 7.5 Marks
3 Assignments 5 Marks
4 Attendance 5 Marks
Total 25 Marks

Further, while giving weightage of marks on the attendance, following guidelines shall be resorted
to. 75% 80%: 03 Marks; 81% 90%: 04 Marks 91% onwards: 05 Marks (Consider Practical
attendance)
Recommended Books:
• Building Drawing with an Integrated Approac h to Built Environment by M. G. Shah, C.
M. Kale, S.Y. Patki (Tata McGraw -Hill Education)
• Civil Engineering Drawing (including Architectural aspect) by M. Chakraborti
(MonojitChakraborti Publications, Kolkata)
• Planning and Designing Buildings by Y. S. Sane (Modern Publication House, Pune)
• Building Drawing and Detailing by B.T.S. Prabhu, K.V. Paul and C. V. Vijayan (SPADES
Publication, Calicut)
• Building Planning by Gurucharan Singh (Standard Publishers & Distributors, New Delhi)
References:
• IS 962: 1989 – Code of Practice for Architectural and Building Drawings.
• National Building Code of India – 2005 (NBC 2005)
• Development Control Regulations for Mumbai Metropolitan Region for 2016 – 2036
(https://mmrda.maharashtra.gov.in )
• Development Control Regulations for Navi Mumbai Municipal Corporation – 1994
(https://ww w.nmmc.gov.in/development -control -regulations )
• Development Plan and Control Regulation KDMC, https://mmrda.maharashtra.gov.in
Reference Codes:
• National Building Code of India, 2005
• IS 779 -1978Specification for water meter
• IS 909 -1975 Specification for fire hydrant
• IS 1172 -1983 Code of basic requirement for water supply ,drainage & sanitation
• IS 1742 -1983 code of practice for building drainage
*****************
Semester - III

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Course Code Course Name Credits
CEL304 Fluid Mechanics – I (Lab) 01

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem
Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Course Objectives:
The students will be able to learn:
1. The basic fluid mechanics concepts
2. Measuring pressure, velocity and discharge of fluid flow through pipes and channels

Course Outcomes:
At the end of the course, l earner will be able to:
1. Calculate the metacentric height
2. Verify the Bernoulli’s theorem
3. Determine the discharge coefficients
4. Measure fluid flow using various devices
5. Determine the hydraulic coefficients of an orifice

List of Experiments (Minimum Six)
Module
Detailed Contents Lab
Sessions/Hr
1 Determination of the Metacentric height of a floating body 02 hrs
2 Investigating the validity of the Bernoulli equation applied to a steady
flow of water through a tapered duct 04 hrs
3 Determination of coefficient of discharge of Venturimeter. 02 hrs
4 Determination of coefficient of discharge of Orifice meter. 02 hrs
5 Determination of coefficient of discharge of Nozzle meter. 04 hrs
6 Determination of coefficient of discharge of Notches (Rectangular and
Triangular notch). 02 hrs
7 Determination of coefficient of discharge of weirs (Broad Crested
weir and Ogee weir). 04 hrs
8 To determine the value of coefficient of contraction, coeffi cient of
velocity and coefficient of discharge for the given orifice 04 hrs
9 Determination of coefficient of discharge of mouthpiece. 02 hrs


Assessment:

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Term Work
Including Laboratory Work and Assignments both, Distribution of marks for Term Work shall be
as follows:
Laboratory work : 15 Marks
Assignments : 05 Marks
Attendance : 05 Marks

End Semester Oral Examination
Oral examination will be based on entire syllabus.
Reference Books:
• Fluid Mechanics and Hydraulic Machines: R. K. Rajput, S. Chand and Company
• Hydraulics and Fluid mechanics: Dr.P.M. Modi and Dr. S.M. Seth, Standard Book House, Delhi
• Hydraulics Fluid Mechanics and Fluid Machines: S. Ramamrutham, DhanpatRai Publishing
Company (P) Ltd -New Delhi
• Theory and Application of Fluid Mechanics: K. Subramanian, Tata McGraw hill publishing
company, New Delhi.
• Fluid Mechanics and Hydraulics: Dr. S.K. Ukarande, Ane’s Books Pvt. Ltd. (Revised Edition
2012), ISBN 97893 8116 2538
• Fluid Mechanics and fluid pressure engineering: Dr. D.S. Kumar, F.K. Kataria and sons
• Fluid Mechanics: R.K. Bansal Laxmi Publications (P) Ltd.

*****************

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Semester -III

Course Code Course Name Credits

CEL305 Skill Based Lab Course -I
Computer Aided Drafting & Building
Information Modelling
1.5

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 3 - - 1.5 - 1.5

Theory Term Work
/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem
Exam TW PR OR Test-I Test-II Average
- - - - - 50 - - 50

Objectives:
1. To enable the learners efficiently draft and label buildings components using the concepts
of 2D and 3D drawing and detailing
2. To introduce the concepts of object -based modelling in 3 -D environment to learners
3. To enable the learners to work on drawing and drafting softwares so that they can
conveniently understand and design civil engineering components through the softwares.
Outcomes: Learner will be able to…
1. Transfer the plan from a dr awing sheet to a 2 -D drafting software
2. Visualize the various elements in the software like points, lines, polygons, etc. as objects
of the real world and relate it with civil engineering components.
3. Apply civil engineering concepts to draft efficient civil engineering plans in accordance to
various building bye laws and forms.
4. Conceptualize the space, logistic and statutory constraints in the real world to draw an
efficient plan so that optimization is achieved
5. Attach and retrieve information pertaining to various civil engineering components through
3-D modelling software
6. Demonstrate a virtual walkthrough of buildings
C) List of Experiments (Minimum Eight)

Module

Detailed Contents Lab
Sessions/Hr
1 Listing out the various Computer Aided Drawing and Drafting
(CADD) tools available for civil engineering projects in the market
and highlighting the capabilities and advantages of each 03
2 Basic introduction to compatibilities, utilities and attributes of
peculiar drafting softwares w.r.t their various commands, features,
capabilities and functions. 03
3 Line plan of a residential structure using a CADD tool 03

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4 Developed plan of a residential structure (minimum G+4) using a
CADD tool 06
5 Developed plan of a public building using a CADD tool 06
6 Basic introduction to compatibilities, utilities and attributes of
peculiar building information modelling (BIM) softwares w.r.t their
various commands, features, capabilities and functions. 03
7 Creating families and basic models on BIM 06
8 Creating architectural plan on BIM of a G+1 bungalow 03
9 Demonstrating a walkthrough on BIM for clients and presenting it 03
10 Clash detection and removal 03

D) Assessment:
⚫ Term Work
Including Laboratory Work comprising of minimum 6 software generated sheets and one
walkthrough presentation on BIM, distribution of marks for Term Work shall be as
follows:
Laboratory work : 30 Marks (comprising of minimum 6 software generated sheets)
Presentation : 10 Marks (showing 3 -D walk through the building)
Attendance : 10 Marks

*****************

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Semester - III

Course Code Course Name Credits
CEM 301 Mini Project -1 A 1.5

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 03 - - 1.5 - 1.5

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem.
Exam TW PR OR Test-
I Test-
II Average
- - - - - 25 - 25 50
Objectives
1. To acquaint with the process of identifying the needs and converting it into the problem.
2. To familiarize the process of solving the problem in a group.
3. To acquaint with the process of applying basic engineering fundamentals to attempt
solutions to the problems.
4. To inculcate the process of self -learning and research.
Outcome: Learner will be able to…
1. Identify problems based on societal /research needs.
2. Apply Knowledge and skill to solve societal problems in a group.
3. Develop interpersonal skill s to work as member of a group or leader.
4. Draw the proper inferences from available results through theoretical/
experimental/simulations.
5. Analyse the impact of solutions in societal and environmental context for sustainable
development.
6. Use standard norm s of engineering practices
7. Excel in written and oral communication.
8. Demonstrate capabilities of self -learning in a group, which leads to life long learning.
9. Demonstrate project management principles during project work.
Guidelines for Mini Project
▪ Students shall form a group of 3 to 4 students, while forming a group shall not be allowed
less than three or more than four students, as it is a group activity.
▪ Students should do survey and identify needs, which shall be converted into problem
statement for mini project in consultation with faculty supervisor/head of
department/internal committee of faculties.
▪ Students hall submit implementation plan in the form of Gantt/PERT/CPM chart, which
will cover weekly activity of mini project.
▪ A log boo k to be prepared by each group, wherein group can record weekly work progress,
guide/supervisor can verify and record notes/comments.
▪ Faculty supervisor may give inputs to students during mini project activity;however, focus
shall be on self -learning.

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▪ Students in a group shall understand problem effectively, propose multiple solution and
select best possible solution in consultation with guide/ supervisor.
▪ Students shall convert the best solution into working model using various components of
their doma in areas and demonstrate.
▪ The solution to be validated with proper justification and report to be compiled in standard
format of University of Mumbai.
▪ With the focus on the self -learning, innovation, addressing societal problems and
entrepreneurship quali ty development within the students through the Mini Projects, it is
preferable that a single project of appropriate level and quality to be carried out in two
semesters by all the groups of the students. i.e. Mini Project 1 in semester III and IV.
Similarl y, Mini Project 2 in semesters V and VI.
▪ However, based on the individual students or group capability, with the mentor’s
recommendations, if the proposed Mini Project adhering to the qualitative aspects
mentioned above gets completed in odd semester, the n that group can be allowed to work
on the extension of the Mini Project with suitable improvements/modifications or a
completely new project idea in even semester. This policy can be adopted on case by case
basis.
Guidelines for Assessment of Mini Project :
Term Work
▪ The review/ progress monitoring committee shall be constituted by head of departments of
each institute. The progress of mini project to be evaluated on continuous basis, minimum
two reviews in each semester.
▪ In continuous assessment focus shal l also be on each individual student, assessment based
on individual’s contribution in group activity, their understanding and response to
questions.
▪ Distribution of Term work marks for both semesters shall be as below;
• Marks awarded by guide/supervisor ba sed on log book : 10
• Marks awarded by review committee : 10
• Quality of Project report : 05
Review/progress monitoring committee may consider following points for
assessment based on either one year or half year project as mentioned in
general guidelines.
One-year project:
• In first semester entire theoretical solution shall be ready, including components/system
selection and cost analysis. Two reviews will be conducted based on presentation given by
students group.
• First shall be for finalisatio n of problem
• Second shall be on finalisation of proposed solution of problem.
• In second semester expected work shall be procurement of component’s/systems, building
of working prototype, testing and validation of results based on work completed in an
earlier semester.
• First review is based on readiness of building working prototype to be conducted.
• Second review shall be based on poster presentation cum demonstration of working model
in last month of the said semester.

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Half -year project:
• In this case in one semester students’ group shall complete project in all aspects including,
o Identification of n eed/problem
o Proposed final solution
o Procurement of components/systems
o Building prototype and testing
• Two reviews will be conducted for continuous assessment,
o First shall be for finalisation of problem and proposed solution
o Second shall be for implementatio n and testing of solution.
Assessment criteria of Mini Project.
Mini Project shall be assessed based on following criteria;
1) Quality of survey/ need identification
2) Clarity of Problem definition based on need.
3) Innovativeness in solutions
4) Feasibility of proposed problem solutions and selection of best solution
5) Cost effectiveness
6) Societal impact
7) Innovativeness
8) Cost effectiveness and Societal impact
9) Full functioning of working model as per stated requirements
10) Effective use of skill sets
11) Effective use of standard engineering norms
12) Contribution of an individual’s as member or leader
13) Clarity in written and oral communication
• In one year, project , first semester evaluation may be based on first six criteria’s and remaining
may be used for second semester evaluation of performance of students in mini project.
• In case of half year project all criteria’s in generic may be considered for evaluation of
performance of students in mini project.
Guideline s for Assessment of Mini Project Practical/Oral Examination:
• Report should be prepared as per the guidelines issued by the University of Mumbai.
• Mini Project shall be assessed through a presentation and demonstration of working model by
the student projec t group to a panel of Internal and External Examiners preferably from industry
or research organisations having experience of more than five years approved by head of
Institution.
• Students shall be motivated to publish a paper based on the work in Conferen ces/students
competitions.
Mini Project shall be assessed based on following points;
1) Quality of problem and Clarity
2) Innovativeness in solutions
3) Cost effectiveness and Societal impact
4) Full functioning of working model as per stated requirements
5) Effective use of skill sets
6) Effective use of standard engineering norms
7) Contribution of an individual’s as member or leader
8) Clarity in written and oral communication
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Second Year Civil Engineering
UNIVERSITY OF MUMBAI
(With Effect from 2020 -2021 )
Semester – IV

Course
Code Course Name Teaching Scheme
(Contact Hours) Credits Assigned
Theory Pract. Tut. Theory Pract. Tut. Total
CEC401 Engineering Mathematics - IV 3 -- 1 3 - 1 4
CEC402 Structural Analysis 4 -- - 4 - - 4
CEC403 Surveying 3 -- - 3 - - 3
CEC404 Building Materials & Concrete
Technology 3 -- - 3 - - 3
CEC405 Fluid Mechanics -II 3 - - 3 - - 3
CEL 401 Structural Analysis -- 2 - - 1 - 1
CEL 402 Surveying -- 3 - - 1.5 - 1.5
CEL 403 Building Material Concrete
Technology -- 2 - - 1 - 1
CEL 404 Fluid Mechanics -II -- 2 1 1
CEL 405 Skill Based lab Course -- 2 - - 1 - 1
CEM401 Mini Project – 1 B -- 3$ - - 1.5 - 1.5
Total 16 14 1 16 7 1 24

Examination Scheme
Course
Code Course Name Internal
Assessment End
Sem
Exam Exam
Durati
on
(Hrs.) -
Term
Work
Prac.
/Oral
Total

Test
I Test
II Avg
.
CEC 401 Engineering Mathematics - IV 20 20 20 80 3 25 - 125
CEC 402 Structural Analysis 20 20 20 80 3 - - 100
CEC 403 Surveying 20 20 20 80 3 - - 100
CEC 404 Building Materials &
Concrete Technology 20 20 20 80 3 - - 100
CEC 405 Fluid Mechanics -II 20 20 20 80 3 - - 100
CEL 401 Structural Analysis 25 25 50
CEL 402 Surveying 50 25 75
CEL 403 Building Materials &
Concrete Technology - - - - - 25 25 50
CEL 404 Fluid Mechanics -II - - - - - 25 25 50
CEL 405 Skill Based lab Course - - - - - 50 - 50
CEM401 Mini Project – 1 B - - - - - 25 25 50
Total 100 400 - 225 125 850
Semester - IV

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Course Code Course Name Credits
CEC 401 Engineering Mathematics -IV 04

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
03 - 01 03 - 01 04

Theory Term Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-II Averag
e
20 20 20 80 03 hrs 25 - - 125

Pre-requisite:
• Engineering Mathematics -I,
• Engineering Mathematics -II,
• Engineering Mathematics -III,

Objectives:
1) To study the concept of Vector calculus & its applications in engineering.
2) To study Line and Contour integrals and expansion of complex valued function in a power
series.
3) To familiarize with the concepts of statistics for data analysis.
4) To acquaint with the concepts of probability, random variables wi th their distributions and
expectations.
5) To familiarize with the concepts of probability distributions and sampling theory with its
applications.

Outcomes: Learner will be able to….
1) Apply the concept of Vector calculus to evaluate line integrals, surface integrals using
Green’s theorem, Stoke’s theorem & Gauss Divergence theorem.
2) Use the concepts of Complex Integration for evaluating integrals, computing residues &
evaluate various contour integrals.
3) Apply the concept of Correlation, Regression and curve f itting to the engineering problems
in data science.
4) Illustrate understanding of the concepts of probability and expectation for getting the
spread of the data and distribution of probabilities.
5) Apply the concept of probability distribution to engineering p roblems& Testing hypothesis
of small samples using sampling theory
6) Apply the concepts of parametric and nonparametric tests for analysing practical problems.

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Module Detailed Contents Hrs.
01 Module : Vector Calculus
1.1 Solenoidal and irrotational (conservative) vector fields.
1.2 Line integrals – definition and problems.
1.3 Green’s theorem (without proof) in a plane, Stokes’ theorem (without Proof),
Gauss’ Divergence theorem (without proof) and problems (only evaluation).

Self Learning Topics : Identities connecting Gradient, Divergence and Curl, Angle
between surfaces. Verifications of Green’s theorem, Stoke’s theorem & Gauss -
Divergence theorem , related identities & deductions.

07
02 Module: Complex Integration
2.1 Line Integral, Cauchy’s Integral theorem for simple connected and multiply
connected regions (without proof), Cauchy’s Integral formula (without proof).
2.2 Taylor’s and Laurent’s series (without proof).
2.3 Definition of Singularity, Zeroes, poles of f(z), Residues, Cauchy’s Residue Theorem
(without proof)

Self-learning Topics: Application of Residue Theorem to evaluate real integrations.


07
03 Module: Statistical Techniques
3.1 Karl Pearson’s Coefficient of correlation (r) and related concepts with problems
3.2 Spearman’s Rank correlation coefficient (R) ( Repeated & non repeated ranks
problems)
3.3 Lines of regression
3.4 Fitting of first and second d egree curves.

Self-learning Topics: Covariance, fitting of exponential curve.



06
04 Module: Probability Theory:
4.1 Conditional probability, Total Probability and Baye’s Theorem.
4.2 Discrete and Continuous random variables, Probability mass and density function,
Probability distribution for random variables,
4.3 Expectation, Variance, Co -variance, moments, Moment generating functions,
(Four moments about the origin &about the mean).

Self- learning Topics : Properties variance and covariance,

06
05 Module: Probability Distribution and Sampling Theory -I
5.1 Probability Distribution: Poisson and Normal distribution
5.2 Sampling distribution, Test of Hypothesis, Level of Significance, Critical
region, One -tailed, and two -tailed test, Degree of freedom.
5.3 Students’ t -distribution (Small sample). Test the significance of single sample mean
and two independent sample means a nd paired t - test)

Self -learning Topics : Test of significance of large samples, Proportion test, Survey
based project.

07
06 Module: Sampling theory -II
6.1 Chi-square test: Test of goodness of fit and independence of attributes (Contingency
table) including Yate’s Correction.
6.2 Analysis of variance: F -test (significant difference between variances of two
samples)

Self- learning Topics : ANOVA : One way classification, Two -way classification (short -
cut method). 06

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Term Work:
General Instructions:
1) Batch wise tutorials are to be conducted. The number of students per batch should be as
per University pattern for practical.
2) Students must be encouraged to write at least 6 class tutorials on entire syllabus.
3) A group of 4 -6 students should be assigned a self -learning topic. Students should prepare
a presentation/problem solving of 10 -15 minutes. This should be considered as mini project
in Engin eering mathematics. This project should be graded for 10 marks depending on the
performance of the students.

The distribution of Term Work marks will be as follows –
1 Attendance (Theory and Tutorial) 05 marks
2 Class Tutorials on entire syllabus 10 marks
3 Mini project 10 marks

Assessment:
Internal Assessment for 20 marks: Consisting Two Compulsory Class Tests First test based on
approximately 40% of contents and second test based on remaining contents (approximately 40%
but excluding contents covered in Test I). Duration of each test shall be one hour.
End Semester Examina tion: Weightage of each module in end semester examination will be
proportional to number of respective lecture hours mentioned in the curriculum.
• Question paper will comprise of total six questions, each carrying 20 marks
• Question 1 will be compulsory a nd should cover maximum contents of the curriculum
• Remaining questions will be mixed in nature (for example if Q.2 has part (a) from module
3 then part (b) will be from any module other than module 3)
• Only Four questions need to be solved.

References:
1. Higher Engineering Mathematics, Dr. B. S. Grewal, Khanna Publication
2. Advanced Engineering Mathematics, Erwin Kreyszig, Wiley Eastern Limited,
3. Advanced Engineering Mathematics, R. K. Jain and S. R. K. Iyengar, Narosa publication,
4. Vector Analysis, Murray R. Spiegel, Schaum Series
5. Complex Variables and Applications, Brown and Churchill, McGraw -Hilleducation
6. Probability Statistics and Random Processes, T. Veerarajan, Mc. GrawHilleducation.

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Semester -IV
Course Code Course Name Credits
CEC402 Structural Analysis 4
Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
4 - - 4 - - 4
Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-
II Average
20 20 20 80 3 hrs - - - 100

Rationale

Different components of civil engineering structures are subjected to variousforce systems and
their combinations. For designing the components, these are analyzed for their response. The
structural systems are determinate or indeterminate in nature and so there are different analysis
methods.These will be learnt in this course. Subject knowledge of Engineering Mechanics and
Mechanics of solids is the prerequisite of this course.
Their application on solids and mechanisms, the action of force systems is studied and further
extended in this subject. Learner will learn to apply these to th e analysis of various members of
structural systems such as beams, trusses, portal frames and arches. These analyses will further be
used while designing of Steel and RCC structures.

Objectives

1. To analyze for axial force in the Coplanar, perfect trusses and analysis of 3 - Hinged arches.
2. To study the concept of Influence Line Diagrams for Reactions, SF and B M in beams and
axial forces in trusses and their application for rolling load systems.
3. To learn meth ods for evaluating rotation and displacement parameters in respect of frames
andtrusses using various methods. To understand static and kinematic indeterminacy of
structures.
4. To analyze the indeterminate structures using Flexibility methods and Using Clape yron’s
Theorem..
5. To analyze the indeterminate structures such as beams & simple rigid jointed frames using
direct stiffness method.
6. To analyze the indeterminate structures using Moment Distribution as Stiffness method
and Plastic analysis of structures.

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4 Analysis of indeterminate structures by Flexibility method (9)
4.1 Analysis of fixed beam. Application of Clapeyron’s theorem of three
moments to fixed beam and continuous beam. 4
4.2 Flexibility coefficients and their use in formulation of compatibility
equations. Application of flexibility method to propped cantilevers,
fixed beams & continuous beams, Simple rigid jointed frames. 5
5 Analysis of indeterminate structures by Stiffness method (8)
5.1 Direct stiffness method:
Stiffness coefficients for prismatic members and their use for
formulation of equilibrium equations. 4
5.2 Application of Direct stiffness method to indeterminate beams & simple
rigid jointed frames. 4
6 Moment distribution method and Plastic Analysis of structures. (9) Detailed Syllabus
Module Course Modules / Contents Duration

1 Trusses and 3 hinged Arches (9)
1.
1 Trusses : Analysis of Perfect Coplanar Trusses by Method of Joints (3)
Analysis of Perfect Coplanar Trusses by Method of sections.(3) 6
1.
2 Three hinged elastic arches, Determination of normal thrust, radial
shear and bending moment for Symmetrical & Unsymmetrical parabolic
three hinged arches.(3)
3
2 Influence line diagrams and rolling loads (09)
2.
1 Influence lines for Reactions, shear force and bending moment at a
section of cantilever, simply supported, overhanging beams without
internal hinges. (2)
Rolling loads, Determination of S F and BM at a section, Value and
criteria for maximum shear force and bending moment, absolute
maximum shear force and bending moment under rolling loads (UDL
and series of point loads) for simply supported girder. (4) 6
2.
2 I L D for Axial forces in members of Pin jointed trusses (3) 3
3 Determinate and Indeterminate structures (8)
3.
1 Deflection of Statically determinate structures, methods based on energy
principles and Castigliano’s theorems to evaluate deflection in portal
frames, bent up and arch type structures. Application of Unit Load
Method for calculating slope and deflection of a point on rigid jointed
frames and deflection of a point on Pin jointed truss. 5
3.
2 Static and kinematic indeterminacies: Types of structures occurring in
practice, the ir classification, linear and non -linear behavior of
materials, geometric non -linearity, static and kinematic determinacy and
indeterminacy of structure.
3

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6.1 Moment distribution method:
Application to indeterminate beams & simple rigid jointed frames &
frame with inclined member but having only single translation degree of
freedom including the effect of support settlement. 5
6.2 Plastic analysis of structures : Introduction to plastic analysis, concep t
of plastic hinge, plastic moment carrying capacity, shape factor. Static
and kinematic method of plastic analysis.Determination of collapse load
for single and multiple span beams. 4

Contribution to Outcome

On completion of this course, the students will be able to:
1. Calculate axial forces in the Coplanartrusses by using Method of joints and method of
sections and also calculate radial shear, normal thrust and bending moment in parabolic 3 -
Hinged arches.
2. Draw Influence Line Diagrams for axial forces in trusses, Reactions, SF and B M in beams
and find their values when rolling loads are passing over them..
3. Evaluate rotation and displacement at a joint of frames and deflection at any joint of truss
and will be able to compute static and kinematic indeterminacy of structure.
4. Apply Flexibility methods and make use of Clapeyron’s Theorem to analyze the
indeterminate structures.
5. Analyse the indeterminate structures such as beams & simple rigid jointed frames using
direct stiffness method.
6. Analyse the indeterminate structures using Moment Distribution as Stiffness method and
make plastic analysis.

Internal Assessment (20 Marks):
Consisting Two Compulsory Class Tests
First test based on approximately 40% of contents and second test based on remaining contents
(approximately 40% but excluding contents covered in Test I)

End Semester Examination (80 Marks):
Weightage of each module in end semester examination will be proportional to number of
respective lecture hours mentioned in the curriculum.
1) Question paper will comprise of total six questions , each carrying 20 marks.
2) Question 1 will be compulsory and sho uld cover maximum contents of the curriculum
3) Remaining questions will be mixed in nature (for example if Q.2 has part (a) from module
3 then part (b) will be from any module other than module 3)
4) Only Four questions need to be solved .

Recommended Books:
1. Basic Structural Analysis: C.S. Reddy , Tata McGraw Hill New Delhi.
2. Mechanics of Structures: Vol -I: S. B. Junnarkar and H.J. Shah, Charotar Publishers, Anand.
3. Analysis of Structures: Vol. I and II, Vazirani and Ratwani

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4. Strength of Materials: S. Ramamrutham, Dhanpatrai and Publishers, Delhi
5. Theory of Structures: S. Ramamrutham, Dhanpatrai and Sons, Delhi
6. Structural Analysis I: HemantPatil, YogeshPatil, Jignesh Patel, Synergy Knowledgeware,
Mumbai.
7. Strength of Materials: Rajput, S. Chand Publications, Delhi
8. Structural Analysis: Bhavikatti, Vikas publisher house Pvt, ltd.
9. Structural Analysis: DevdasMenon, Narosa Publishing House.
10. Basic Structural Analysis: K.U. Muthu, Azmi Ibrahim, M. Vijyanand,
11. MagantiJanadharnand. I. K.International Publishing House Pvt. Ltd.
12. Comprehensive Structural Analysis: Vol -I and II by Vaidyanathan R. and Perumal
R.LaxmiPublications.
13. Elementary Structural Analysis: Jindal
14. Structural Analysis: L.S. Negi and R.S. Jangid, Tata Mc -Graw Hill India
15. Fundamentals of Structural Analysis: Sujit Kumar Roy and SubrotaChakrabarty, S. Chand
Publications.
16. Structural Analysis: T.S. Thandavamoorthy, Oxford University Press.
17. Structural Analysis: Manmohan Das, Bharghab Mohan Pentice Hall International. .

Refer ence Books:
1. Structural Analysis: Hibbler , Pentice Hall International.
2. Structural Analysis: Chajes , ElBS London.
3. Theory of Structures: Timoshenko and Young , Tata McGraw Hill New Delhi.
4. Structural Analysis: Kassimali , TWS Publications.
5. Element of Structural Analysis: Norris and Wilbur , McGraw Hill.
6. Structural Analysis: Laursen H.I , McGraw Hill Publishing Co.
7. Structural theorem and their application: B.G. Neal , Pergaman Press.
8. Fundamentals of Structural Analysis: K.M. Leet , C.M. Uang and A.M. Gilbert, Tata
McGraw Hill, New Delhi.
9. Elementary theory of Structures: Hseih , Prentice Hall

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Semester - IV

Course Code Course Name Credits
CEC403 Surveying 03

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorials Total
03 - - 03 - - 03

Theory Term Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-II Average
20 20 20 80 03 hrs - - - 100

Rationale
As it is always said “well begun is half done”. All civil engineering projects such as buildings,
roads, bridges, railways, airports, dams, water treatment plants, sewage treatment plants begin
with surveying. Knowledge of surveying is thus fundamental and very useful to all civil
engineers. In this course, the students are well informed about the principles and methods of
surveying. The students are made conversant with various instruments which are used in the field
to take measurements for preparation of drawings. The course introduces the advancements in
instruments and methods of surveying. The study deals with the methods of computing land
areas and volume of earthworks. The course also covers horizontal and vertical curves.

Objectives
The students will be able to learn:
1. The basic principles and classification of surveying.
2. Various methods of measurements in surveying.
3. The appropriate techniques of surveying and skills of collecting field data for preparing
drawings.
4. Advancements in instruments and methods of surveying.
5. The methods of computing areas and volumes using the site specific data for various
purposes.
6. The setting out techniques of curves.



Detailed Syllabus

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Module Course Modules/ Contents Periods




1 Introduction 5
1.1 Definition, principles, objectives, fundamental classification -plane and
geodetic.
1.2 Chaining, Ranging and offsetting: Definitions, Principles, Instruments
required, Obstacles, conventional signs and symbols.
1.3 Bearings – Different types, compass – prismatic, surveyor,
dip,declination and local attraction, compass traversing







2 Levelling and Contouring 8
2.1 Definitions, basic terms, types of instruments -dumpy level and Auto
level, principal axes of dumpy level, temporary and permanent
adjustments
2.2 Booking and reduction of levels, plane of collimation (HI) and rise -fall
methods, computation of missing data, distance to the visible
horizon,corrections due to curvature and refraction, reciprocal
levelling, Numerical problems
2.3 Differential levelling, profile levelling, fly levelling, check levelling,
precise levelling, sources of errors,difficulties in levelling work,
corrections and precautions work in levelling
2.4 Contouring: terms, contour, contouring, contour interval, h orizontal
equivalent Direct and indirect methods of contouring, interpolation of
contours, uses of Contours and characteristics of contour lines.
Grade contour






3 Theodolite Surveying 8
3.1 Various parts and axes of transit, technical terms, temporary and
permanent adjustments of a transit, measurement of horizontal and
vertical angles, Methods of repetition and reiteration.
3.2 Different methods of running a theodolite traverse, Latitudes and
departures,rectangular coordinates,traverse adjustments by Bowditch’s,
transit and Modified transit rules, Gales Traverse Table, Numerical
Problems.
3.3 Miscellaneous use of theodolite for various works such as prolongation
of a straight line,setting out an angle, bearing measurements.Omitted
measurements, Problems in using theodolite traversing, errors in
theodolite traversing.



4 Indirect and Advanced Methods of Measurement 7
4.1 Tacheometry -Principle, Objective, Suitability and different methods of
tacheometry, Stadia formula, Radial contouring , numerical on stadia
method only
4.2 Electronic Distance Measurement: Working Principles, types,
applications in surveying
Total Station - Working Principles, applications in surveying
4.3 Introduction to GPS
Plane Table Surveying, Areas and Volumes 5

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5 5.1 Definition, principle, accessories required for plane table surveying,
merits and demerits, temporary adjustments, Different methods of plane
table surveying
5.2 Areas: Area of an irregular figure by trapezoidal rule, average ordinate
rule,Simpson’s 1/3 rule, various coordinate methods.Planimeter: types
including digital planimeter, area of zero circle, uses of planimeter.
5.3 V olumes: Computation of volume by trapezoidal and prismoidal
formula,volume from spot levels, volume from contour plans.




6 Curves 6

6.1 Horizontal Curves -Definitions of different terms, necessity and types of
curves.Methods of setting out Simple circular curves - linear methods
and Angular methods (Numericals on simple circular curves only)
6.2 Vertical curves – Definitions, geometry and types. Tangent correction
and chord gradient methods.
Total 39

Contribution to Outcomes

After completion of the course, the learner will be able to:
1. 1.Apply the principles of surveying and field procedures to conduct the various surveys
2. Use various methods for taking linear and angular measurements
3. Collect , record and analyse the field data for preparing drawings.
4. Explain the advancements in instruments and methods
5. 5.Calcu late the area of land and volume of earthwork
6. Set out curves

Internal Assessment (20 marks):
Consisting Two Compulsory Class Tests:
First test based on approximately 40% of the contents and second test based on remaining
contents (approximately 40% but excluding contents covered in Test Ⅰ)
End Semester E xamination (80 marks):
Weightage of each module in end semester examination will be prop ortional to number of
respective lecture hours mentioned in the curriculum
1. The question paper will consist of six questions , each carrying 20 marks .
2. Question 1 will be compulsory and should cover maximum contents of the curriculum
3. Remaining questions will be mixed in nature ( for example if Q.2 has part (a) from module
3 then part (b) will be from any other module other than module 3 )
4. Only Four questions need to be solved.
Recommended Books :
1. Surveying and Levelling: R. Agor, Vol. -I, 11th Edition, Khanna Publishers
(ISBN8174092358)

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2. Surveying and Levelling:Kanetkar and Kulkarni, Vol. -I, 24th Edition, Pune Vidyarthi
Griha, Pune. (ISBN 8185825114)
3. Surveying and Levelling:Dr. B.C. Punmia, Vol. -I, 16th Edition, Vol. -II 4th Edition, Lax mi
Publications (ISBN9788170088530)
4. Surveying and Levelling: N NBasak, 2nd Edition, Tata McGraw Hill, New Delhi. (ISBN
9789332901537)

Reference Books:

1. Surveying: Volume -I: Dr K.R. Arora, Standard Book House.
2. Surveying and Levelling (2nd Edition): R. Subramanian; Oxford Higher Education.
3. Surveying and Levelling (Vol. -I): S.K. Duggal, Tata McGraw Hill
4. Textbook of Surveying, C Venkatramaiah, University Press, Hyderabad, Latest Edition
5. Fundamentals of Surveying, S.K. Roy, Prentice Hall India, New Delhi
6. Surveying for Engineers, John Uraine and Bill Price, Palgrave Macmillan
7. Surveying: Theory and Practice, James Anderson, Edward M. Mikhail, Tata Mcgraw Hil l
*****************

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Semester - IV

Course Code Course Name Credits
CEC 404 Building Materials & Concrete Technology 03

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
03 - 03 - - 03

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem
Exam TW PR OR Test-I Test-II Average
20 20 20 80 03 Hrs -- -- --- 100

Rationale

Materials are essential elements, constituent parts (or) substances which are used to raise a
building, but materials could not be turned into structures without a method of construction. This
course provides necessary knowledge about properties, uses of different types of building materials
and the selection of materials, its mix proportioning, mixing, placing, compacting and curing. This
course is intended for gaining useful knowledge with respect to facts, concepts, principles and
procedures related to building materials and concrete technology so that student can effectively
execute quality control during building construction work.
Objectives
1. To identify the good and significant materials to be used for the construction work and
their associated quality, durability, warrantees, and availability.
2. To study the manufacturing process, properties and use of different types of building
materials like stone, brick, glass, timber and the materials such as paints and varnishes
used for the treatment of surfaces so as to achieve good knowledge about the bui lding
materials.
3. To acquire a thorough knowledge about the properties and significance of different
materials used for the manufacturing of concrete.
4. To study the properties, test conducted and significance of concrete in terms of properties
of fresh and hardened concrete.
5. To understand the concept and optimization of mix design of concrete for different
exposure conditions.
6. To enable the students to understand the mechanized and precise procedure of concrete
production in Ready Mix Plants. To understand t he basic non -destructive tests conducted
on concrete to check the in place strength and durability of concrete.

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Detailed Syllabus

Module Course Modules / Contents Periods

1


Introduction to building materials and concrete: 03
1.1
Introduction to building materials: Introduction, role of
materials in construction, classification of materials, economical
and durable materials.
1.2
Introduction to concrete: History of concrete, necessity,
limitations, merits and demerits.




2









Building Materials:





09 2.1
Stones: Classification and properties of building stones, relation
to their structural requirements, quarrying, dressing, seasoning and
preservative treatments.
2.2

Bricks and blocks: Burnt clay bricks: raw materials,
manufacturing processes, classification, properties, defects, tests
as per BIS codes. Bricks for special use: refractory bricks.
Concrete blocks , Paver block, Autoclaved Aerated Concrete
(AAC) blocks, Cellular Light Weigh t Concrete (CLC) blocks and
ceramic tiles: raw materials, manufacturing process and properties.
2.3 Glass: Properties, types, uses.
2.4 Timber: Types of natural wood and artificial wood, preservative
treatments, defects in timber, wood products and wood
composites.
2.5 Damp proofing, water proofing materials and Termite proofing.
2.6 Mortar: Types, ingredients, proportions and suitability.
2.7


Paints, Enamels and Varnishes: Composition.
Painting on: plastered surfaces, wood surfaces, meta l surfaces.
Effect of weather on: Enamels, distemper, white wash and colour
wash, varnish, French polish, Wax Polish.
2.8
Miscellaneous Materials: Gypsum, Plaster of Paris, Heat and
sound insulating materials.


3






Constituent of Concrete:



09 3.1
Fine and Coarse Aggregates: Classification, physical and
mechanical propertiesand their influence on the properties of
concrete, gradation, Alkali aggregate reaction. Properties of
manufacturing sand.
3.2

Cement (OPC): Grades, Manufacturing, Chemical composition,
Hydration of cement, Physical properties as per BIS code. Effects
of chemical constituents on the properties of cement.
Different types of cement : Chemical composition, properties as per
relevant IS codes and their applications.
3.3 Water: Desiredquality of water for concrete.
3.4 Lime: Types and their usages.
3.5 Admixtures: Definition and purposes, types of mineral and

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chemical admixtures. Test on admixtures: chemistry and
compatibility with concrete.


4


Concrete:


06 4.1
Grades, manufacturing process, preparation of batch report, Duff
Abram’s W/C ratio law & its significance .
4.2
Properties of fresh and hardened concrete, factors affecting of
workability, vibration of concrete, Types of vibrators: Internal,
external, surface and table vibrators.
4.3
Durability: factors affecting durability, relation between durability
and permeability, laboratory tests on durability such as Permeability
test, Rapid chloride penetration test (RCPT).


5





Concrete Mix Design:

08 5.1
Definition and objectives, Types of mix as per IS:456, Mix design
for compressive strength and flexural strength in accordance with IS
10262 and IS 456.
5.2 Methods of Curing of concrete, Methods of determining
compressive Strength of accelerated -cured concrete test specimens
as per IS 9013, Calculation of ingredients of concrete for batching
as per concrete mix proportions for different grades.

6



Concreting Methods and Test

04 6.1
Ready Mixed Concrete: Advantages of RMC, Components and
Lay-out of RMC plant. Distribution and Transport, Handling and
Placing. Codes recommendations.
6.2
Non-Destructive Testing: Need, application and limitation,
Schmidt Rebound hammer test, Ultrasonic Pulse Velocity test.

Contribution to Outcome
On completion of this course, the students will be able to:
1. To develop and implement the conceptual knowledge of building materials in the
construction industry.
2. Assess the properties of building stones and their classifications. Understand the concept
of various methods of manufacturing of bricks and different types of concrete blocks.
3. To expose students to various quality control aspects of civil engineering materials by
performing different lab tests on materials.
4. Identify the ingredients and properties of fresh and hardened concrete.
5. To interpret and design concrete mix for various grades for various exposure conditions.
6. To study the new technology for manufacturing, testing and quality of concrete.

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Internal Asses sment (20 Marks):
Consisting Two Compulsory Class Tests
First test based on approximately 40% of contents and second test based on remaining contents
(approximately 40% but excluding contents covered in Test I).

End Semester Examination (80 Marks):
Weightage of each module in end semester examination will be proportional to number of
respective lecture hours mentioned in the curriculum.
1. Question paper will comprise of total six questions, each carrying 20 marks
2. Question 1 will be compulsory a nd should cover maximum contents of the curriculum
3. Remaining questions will be mixed in nature (for example if Q.2 has part (a) from
module 3 then part (b) will be from any module other than module3)
4. Only Four questions need to be solved.

Recommended Books:
1. A Building Construction: S .C. Rangwala, Charotar Publications, Gujarat, India.
2. Building Construction: S.P. Arora, Dr.S.P. Bindra, DhanpatRai Publication, New Delhi.
3. Building Construction: Dr. B.C. Punmia, A.K.Jain, A.R.Jain, Laxmi Publication., New Delhi.
4. Concrete Technology Theory and Practice: M.S. Shetty, S .Chand Publication.
5. Concrete Technology: M.L. Gambhir, Tata McGraw Hill, NewDelhi.
6. Concrete Technology: A.M. Neville & J. J. Brooks., ELBS -Longman.
7. Concrete Technology: A.M. N eville & Isaac Pitman, London.
8. Concrete Technology: A. R. Shanthakumar, Oxford University Press.
9. Materials of Construction: D. N. Ghose, Tata McGraw Hill, Delhi.
10. Building Materials: S.K. Duggal, New Age International Publishers.
11. Concrete Technology: D. F. Orchardi, Wiley, 1962.
12. Relevant codes: BIS, ACI & BS.

Reference Books/Reference Materials:
1. Engineering Materials: S.R. Rangwala, Charotar Publications.
2. Architectural Materials science: D. Anapetor, Mir Publishers.
3. Introduction to Engineering Materials: B. K. Agrawal, Tata McGraw Hill, NewDelhi.
4. Engineering Materials: P. Surendra Singh, Vani Education Books,New Delhi.
5. Building Materials (Products, Properties and Systems): M.L. Gambhir and
NehaJamwal,McGraw Hill Publi cations.
6. Properties of concrete: Neville, Isaac Pitman, London.
7. NPTEL Lecture series on Building Materials and Concrete Technology.
**************
Semester - IV

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Course Code Course Name Credits
CEC405 Fluid Mechanics - II 03

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
03 - - 03 - - 03

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem.
Exam TW PR OR Test-I Test-II Average
20 20 20 80 03 hrs - - - 100

Rationale

The course introduces the fluid flow science, problems and their applications in varied conditions.
The study deals with the characteristics of fluid flow in pipes namely compressible, laminar and
turbulent with their applications in detail.
Objectives

The students will be able to learn:
1. The knowledge of closed conduit flows, determine various losses through pipes, Pipe
network and Water hammer effect
2. Theory of Laminar flow and Turbulent flow,
3. Understand the concept of Boundary Layer theory, flow separation and forces around
submerged bodies
4. Application of moment of momentum principle on pipe bends and sprinklers
5. The importance of dimensionless numbers, dimensional analysis and similarities.
Detailed Syllabus

Module Course Modules / Contents Periods

1 Flow through pipes 14
1.1 Flow through pipes:
Loss of head through pipes, Darcy -Weisbach equation, Major and
minor losses. Hydraulic gradient line and Total energy gradient line,
pipes in series,equivalent pipes, pipes in parallel, flow through laterals,
flow through Branched pipes, three reservoir problem, siphon.
1.2 Pipe network and water hammer:
Hardy cross method, water hammer in Pipes -Gradual closure and
instantaneous closure of valve control measures

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1.3 Flow through nozzles:
Power transmitted through nozzle, condition for maximum power
transmitted,diameter of nozzle for maximu m transmission of power
2 Laminar Flow 05
Reynolds experiment, critical velocity, laminar flow through circular pipes,
flow between two parallel plates: stationary and moving.
3 Turbulent Flow 04
Causes of turbulence, shear stress in turbulent flow, Reynolds’s stresses,
Prandtl’s mixing length Theory, Hydro dynamically smooth and rough
boundaries, velocity distribution in smooth and rough pipes, Karman -
Prandtl’s velocity distribution equation.
4 Boundary Layer Theory 07
Development of boundary layer over flat surfaces. Boundary layer thickness,
energy thickness and momentum thickness, Boundary layer separation and
control. Introduction to flow around submerged body, drag and lift, terminal
velocity of body, Magnus Effect.
5 Dynamics of Fluid Flow 04
Momentum principle, Moment of momentum principle (applications: Pipe
bends and sprinklers).
6 Dimensional Analysis 05
Dimensional homogeneity, Buckingham’s π theorem, Rayleigh’s method,
dimensionless numbers and their significance, Model (or similarity) laws,
application of model laws: Reynolds’s model law, Froude’s model law,
Euler’s Model law, Weber’s Model law, Mach model law, scale effect in
models.
Total 39

Contribution to Outcome

Upon completion of the course, students shall have ability to:
1. Analyze flow through pipes, various losses through pipes, pipe network and power
transmission through nozzle
2. Explain the concept of Laminar flow and velocity distribution through parallel plates and
pipes
3. Explain the concept of Turbulent flow and velocity distribution in pipes
4. Describe boundary layer concept , boundary layer separation and flow around submerged
bodies
5. Apply Moment of Momentum Principle

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6. Explain the importance of dimensionless numbers, dimensional analysis and similarity
behavior of model and prototype
Internal Assessment (20 Marks):
Consisting Two Compulsory Class Tests:
First test based on approximately 40% of contents and second test based on remainingcontents
(approximately 40% but excluding contents covered in Test I)
End Semester Examination (80 Marks):
Weightage of each module in end semester examination will be proportional to number of
respective lecture hours mentioned in the curriculum.
1. Question paper will comprise of total six questions , each carrying 20 marks.
2. Question 1 will be compulsory and sho uld cover maximum contents of the curriculum
3. Remaining questions will be mixed in nature (for example if Q.2 has part (a) from
module 3 then part (b) will be from any module other than module 3)
4. Only Four questions need to be solved .
Recommended Books:
1. Hydraulics and Fluid mechanics: Dr P.M. Modi and Dr. S.M. Seth, Standard book House,
Delhi
2. Theory and Application of Fluid Mechanics: K. Subramanya, Tata McGraw hill publishing
company
3. Fluid Mechanics: Dr. A.K Jain, Khanna Publishers.
4. Fluid Mechanics and fl uid pressure engineering: Dr. D.S. Kumar, F.K. Kataria and sons
5. Fluid Mechanics and Hydraulics: Dr. S. K. Ukarande, Ane Books Pvt. Ltd. (Revised
Edition, 2012), ISBN97893 8116 2538
6. Fluid Mechanics: R.K. Bansal Laxmi Publications (P) Ltd.
7. Fluid Mechanics and Machinery: C.S.P.Ojha, R. Berndtsson and P.N. Chandramouli.
Oxford HigherEducation.
Reference Books:
1. Fluid Mechanics: Frank M. White, Tata Mc -Graw -Hill International edition.
2. Fluid Mechanics: Streeter White Bed ford, Tata McGraw Intern ational edition.
3. Fluid Mechanics with engineering applications: R.L. Daugherty, J.B.Franzini,
E.J.,Finnemore, TataMcGraw Hill New Delhi.
4. Hydraulics: James F. Cruise, Vijay P. Singh and Mohsen M. Sherif, CENGAGE Learning
India Pvt. Ltd.,Delhi.
************* ****

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Semester - IV

Course Code Course Name Credits
CEL401 Structural Analysis Tutorial 01
Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of End
Sem Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Objectives:
1. To analyse for axial force in the Coplanar, perfect trusses and analysis of 3 - Hinged arches.
2. To study the concept of Influence Line Diagrams and rolling loads.
3. To learn methods for evaluating rotation and displacement of frames and trusses.
4. To analyse the indeterminate structures using Flexibility methods and Stiffness methods.
5. To understa nd Plastic analysis.
Outcomes:
On completion of this course, the students will be able to:
1. Calculate axial forces in the Coplanar trusses by using Method of joints and method of
sections and also calculate radial shear, normal thrust and bending moment in parabolic 3 -
Hinged arches.
2. Draw Influence Line Diagrams for axial forces in trusses, Reactions, SF and B M in beams
and find their values when rolling loads are passing over them..
3. Evaluate rotation and displacement at a joint of frames and defl ection at any joint of truss and
will be able to compute static and kinematic indeterminacy of structure.
4. Analyse the indeterminate structures such as beams & simple rigid jointed frames using
Flexibility methods and direct stiffness method.

List of Tutor ials and Assignments
Week
(Activity) Content Hours
1st week
(Tutorial) Analysis of Trusses and Three hinged elastic arches
(Numericals based on this Module will be solved in tutorial room.) 2

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2nd week
(Assignments) 1) Analysis of Trusses and Three hinged elastic arches
2) Solve set of questions given by the course instructor or
3) Write a report on use of arches in civil engineering or
4) Difference in behaviour of trusses and arches if used in bridges
or
5) Write a report on limitations of trusses /arches or
6) Report Famous Truss structures / arch structures in world or
7) 6 Write a report on use of trusses in Civil Engineering 2
3rd week
(Tutorial) Influence line diagrams and rolling loads
(Numericals based on this Module will be solved in tutorial room.) 2
4th week
(Assignments) Influence line diagrams and rolling loads
1) Solve set of questions given by the course instructor or
2) Write a report on u se of arches in civil engineering or
3) Design an experiment for ILD of reactions of beam. or
4) Design an experiment for ILD of axial forces of a multi -bay
truss. or
5) write a report on IRC and classes of rolling loads 2
5th week
(Tutorial) Determinate and Indeterminate structure
(Numericals based on this Module will be solved in tutorial room.) 2
6 th week
(Assignments) Determinate and Indeterminate structure
1) Solve set of questions given by the course instructor or
2) Prepare a chart explaining static and kinematic indeterminacy or
3) Write a computer program in C++ or MS -excel or similar for
ILD of reactions. or
4) Write a computer program in C++ or MS -excel or similar for
ILD for axial forces in Truss members. 2
7th week
(Tutorial) Analysis of indeterminate structures by Flexibility method
(Numerical based on this Module will be solved in tutorial room.) 2
8th week
(Assignments) Analysis of indeterminate structures by Flexibility method
1) Solve set of questions given by the course instructor or
2) Prepare a poster on Flexibility and Stiffness approach or
3) Solve a set of 4 -5 questions given by the course instructor on
Flexibility method s and validate the same using relevant
Structural Analysis or design software.
2
9th week
(Tutorial) Analysis of indeterminate structures by Direct stiffness method
(Numericals based on this Module will be solved in tutorial room). 2
10th week
(Assignments) Analysis of indeterminate structures by Direct stiffness method
1) Solve set of questions given by the course instructor or
2) Write a report on Stiffness methods in civil engine ering or
3) Prepare a poster on Clapeyron’s theorem for continuous beam.or
4) Solve a set of 4 -5 questions given by the course instructor on
Direct stiffness method and validate the same using relevant
Structural Analysis or design software. 2

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11th week
(Tutorial) Moment distribution method, Plastic analysis of structures
(Numerical based on this Module will be solved in tutorial room.) 2
12th week

(Assignments) Moment distribution method, Plastic analysis of structures
1) Solve set of questions given by the course instructor or
2) Write a report on Plastic analysis of structures or
3) Solve a set of 4 -5 questions given by the course instructor on
Moment distribution met hod and validate the same using
relevant Structural Analysis or design software. 2
13th week Viva -Voce Examination 2

• Assessment:

Term Work: Term work will include Tutorial work and Assignments both, Distribution of marks
for Term Work shall be as follows:
Tutorial work - : 15 Marks
Assignments - : 10 Marks
Total Term work : 25 Marks
Attendance : Apply multiplying Factor 0.5 to 1.0 to the above total.

End Semester Oral Examination
Oral examination will be based on entire syllabus .

*****************

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Semester - IV

Course Code Course Name Credits
CEL402 Surveying(Lab) 1.5

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 03 - - 1.5 - 1.5

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem Exam TW PR OR Test-I Test-
II Average
- - - - - 50 - 25 75
@ For the course “Surveying (Lab)” the oral examination shall be conducted in conjunction with
the practical conduc tion.
Course Objectives:

The students will be able to learn:
1) Various surveying instruments, their least counts, various parts and suitable us es.
2) Methods of measurements in the field.
3) Skills for collecting, recording and analysing the field data.
4) Advanced instruments and methods.
5) First hand practical experience by receiving field exposure to collect site specific data.
6) Setting out techniques.

Course Outcomes:

At the end of the course, learner will be able to:
1) Operate and use the surveying instruments according to the accuracy and suitability.
2) Measure linear and angular dimensions in horizontal and vertical planes.
3) Collect, record and analyse the field data systematically.
4) Prepare plans of the existing features on the ground, sections and contours.
5) Compute the area of land and the volume of earthwork.
6) Set out curves and foundation plans.

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List of practical’s and projects:

Perform minimum six practical’s out of 01 to 10 and all the projects are mandatory
Modul
e
Detailed Contents Lab
Sessions/Hr
1 Chain and cross staff surveying. 03 hrs
2 Measuring bearings of a closed traverse with prismatic compass
and computation of interior angles. 03 hrs
3 Simple and compound levelling 03 hrs
4 Measurement of horizontal and vertical angles. 03 hrs
5 Finding constants, heights and distances using tachometry. 03 hrs
6 Measurement of distances, bearings and area using total station. 03 hrs
7 Plane Table Surveying by intersection method. 03 hrs
8 Find an area of irregular figure using a conventional planimeter
and verify it using a digital planimeter. 03 hrs
9 Setting out a simple curve by Rankine’s method. 03 hrs
10 Setting out a simple foundation plan. 03 hrs
Projects
A survey camp of three days is to be arranged to execute the following projects for undergoing
the students through practical instructions in civil engineer's career with the actual field
exposure at an ideal site location .
1 Project I: Road project using Auto level for a minimum length of 500 m including
fixing of alignment, profile levelling, cross -sectioning at 20m interval,, plotting of ‘L’
section and ‘C’ section. (Two full imperial sheets, the first sheet with key plan and
‘L’ section and the second sheet cove ring any three typical Cross -sections)
2 Project II: Block Contouring project using Auto level for minimum 60 m × 60 m
area and generating contours by MS Excel. (Take contour interval as 0.2 meter)
3 Project III: Tachometric contouring project on a hill y area with at least two
instrument stations about 60 m to 100 m apart and generating contours by taking
contour intervals as 1 meter.
Assessment:
Teamwork
Including above practical work, projects and assignments, distribution of marks for Term Work
shall be as follows:
Practical Work - : 15 marks
Assignments - : 05 marks
Attendance - : 05 marks
Projects -
Field work : 15marks
Office work (Drawings) : 10marks
Total : 50marks

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● End Semester Practical/ Oral Examination
Practical Examination : 10 Marks
Oral Examination : 15 Marks.
Oral examination will be conducted after conduction of practical examination & it will be
based on term work & Practical examination
Reference Books:
1) Surveying and Levelling : R. Agor, Vol -I, 11th Edition , Khanna Publishers (ISBN 8174092358)
2) Surveying and Levelling : Kanetkar and Kulkarni, Vol-I, 24th Edition, Pune
VidyarthiGriha, Pune. (ISBN 8185825114)
3) Surveying and Levelling : Dr. B.C. Punmia, Vol.-I, 16th Edition, Vol -II 4th Edition ,
Laxmi Publications (ISBN9788170088530)
4) Surveying and Levelling: N NBasak , 2nd Edition, Tata McGraw Hill, New Delhi. (ISBN
9789332901537)
5) Surveying: Vol -I: Dr K.R. Arora, Standard Book House.
6) Surveying and Levelling (2nd Edition): R. Subramanian; Oxford Higher Education.
7) Surveying and Levelling (Vol. -I): S.K. Duggal, Tata Mc -Graw Hill
*****************

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Semester - IV

Course Code Course Name Credits
CEL 403 Building Materials & Concrete Technology
(Lab) 01

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Objectives:
1) To determine physical and mechanical properties of materials used in the manufacturing of
concrete like cement and aggregates.
2) To test the physical attributes and mechanical strength of burnt clay bricks used in the
construction of structures.
3) To determine the various properties of fresh and hardened concrete with and without the
addition of admixtures.
4) To study the different basic non -destructive tests conducted in the laboratory or on site to
determine the durability and strength of existing concrete structures.
5) To utilize the knowledge of mix design in the manufacturing of concrete, in the laboratory.
6) To test the physical attributes and mechanical strength of timb er and tiles used in the
construction of various components of the structure.
7) To understand the practical scenario of the commonly used building materials in terms of their
availability, cost and significance through market surveys.

Outcomes: Learner will be able to…
1) Develop collaborative skills to work in a team/group
2) Test physical properties of cement, aggregates and concrete.
3) Test various other building materials like tiles, bricks and timber
4) Evaluate the effects of admixtures on physical properties of concrete.
5) Design the concrete mix.
6) To bridge the gap between theoretical and market/industrial practices by market surveys.

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List of Experiments (first seven are compulsory)
Module Detailed Co ntents Lab
Sessions/Hr
1 Physical properties of OPC: Physical test, Fineness, Standard
consistency, Soundness, Setting time, Compressive strength. 02/04
2 Physical Properties of Fine and Course Aggregates: Specific
gravity, bulk density, Moisture content, Water absorption,
flakiness index, elongation index, Fineness modulus, Silt content
and bulking of sand 02/04
3 Tests on burnt clay bricks 01/02
4 Effect of w/c ratio on workability (slump cone, compaction
factor, V -B test, flow table) and strength of concrete 02/04
5 Study of admixtures and their effect on workability and strength
of concrete. 01/02
6 Non-destructive testing of concrete: Rebound hammer and
ultrasonic pu lse velocity 01/02
7 Concrete mix design in the laboratory 01/02
8 Test on tiles(optional) 01/02
9 Compression test on timber (Parallel/ perpendicular to the
grains). (optional) 01/02
10 Market survey on common building materials (optional) 01/02

Site Visit/ Industrial Visit:
The students shall visit the brick, paver blocks, concrete block, cement, glass and RMC industrial
plants. They shall prepare a report of the visit and the same shall be evaluated by the concerned
teacher.
Assessment:
The term work shall consist of:
• Report of experiments performed.
• Industrial visit report to at least any one of the above mentioned industrial plants.
• Although minimum numbers of market surveys and industrial visits are prescribed, the
students shall be encouraged to perform more number of experiments and site/ industrial visits.

Distribution of the Term Work Marks:
The marks of the term work shall be j udiciously awarded for the various components of the term
work and depending upon the quality of the term work including industrial/ site visit report. The
final certification and acceptance of term work warrants the satisfactory performance of laboratory
work by the student, appropriate completion of the assignments. Broadly, the split of the marks for
term work shall be as given below. However, there can be further bifurcation in the marks under
any of the heads to account for any sub -head therein.
Indivi dual Practical performance : 07 Marks
Assignments : 03 Marks
Reports of experiment : 05 Marks

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Site Visit/Industrial visit : 05 Marks
Attendance : 05 Marks
Total : 25 marks

Further, while giving weightage of marks on the attendance, f ollowing guidelines shall be resorted
tom75% - 80%: 03 Marks; 81% - 90%: 04 Marks; 91% onwards: 05 Marks.

End Semester Practical/Oral Examination
The oral examination shall be based on the entire syllabus and term work comprising of the report
of the experiments/ practical conducted by the students and a detail report of the industrial/ site
visit.

Recommended Books:
1) A Building Construction: S .C. Rangwala, Charotar Publications, Gujarat, India.
2) Building Construction: S.P. Arora, Dr.S.P. Bindra,DhanpatRai Publication, New Delhi.
3) Building Construction: Dr. B.C. Punmia, A.K.Jain, A.R.Jain,Laxmi Publication., New Delhi.
4) Concrete Technology Theory and Practice: M.S. Shetty, S.Chand Publication.
5) Concrete Technology: M.L. Gambhir, Tata McGraw Hill, NewDelhi.
6) Concrete Technology: A.M. Neville & J. J. Brooks., ELBS -Longman.
7) Concrete Technology: A.M. Neville & Isaac Pitman, London.
8) Concrete Technology: A. R. Shanthakumar, Oxford University Press.
9) Materials of Construction: D. N. Ghose, Tata McGraw Hill, Delhi.
10) Building Materials: S.K. Duggal, New Age International Publishers.
11) Concrete Technology: D. F. Orchardi, Wiley, 1962.
12) Relevant codes: BIS, ACI & BS.

Reference Books/Reference Materials:
1) Engineering Materials: S.R. Rangwala, Charotar Publications.
2) Architectural Materials science: D. Anapetor, Mir Publishers.
3) Introduction to Engineering Materials: B. K. Agrawal, Tata McGraw Hill, NewDelhi.
4) Engineering Ma terials: P. Surendra Singh,Vani Education Books, New Delhi.
5) Building Materials (Products, Properties and Systems): M.L. Gambhir and NehaJamwal,
McGraw Hill Publications.
6) Properties of concrete: Neville, Isaac Pitman, London.
7) NPTEL Lecture series on Buildin g Materials and Concrete Technology.

*****************

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Semester - IV

Course Code Course Name Credits
CEL404 Fluid Mechanics – II (Lab) 01

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 02 - - 01 - 01

Theory Term Work/Practical/Oral
Total Internal Assessment End Sem
Exam Duration of End
Sem Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Course Objectives:

The students will be able to learn:

1) to verify the basic fluid mechanics concepts experimentally
2) the fluid flow pattern in pipes
3) to estimate the losses in pipe flow
4) the velocity distribution in pipes

Course Outcomes:

At the end of the course, l earner will be able to:

1) Verify the Reynold’s experiment
2) Estimate the viscosity of fluid
3) Calculate the losses in pipes
4) Assess the flow pattern and velocity distribution in pipe flow
5) learn the water hammer phenomenon through demonstration
6) learn the wind tunnel testing through demonstration

List of Experiments (Minimum Six)

Module
Detailed Contents Lab
Sessions/Hr
1 Study of different types of flow using Reynold’s apparatus 02 hrs
2 Determination of viscosity of fluid 02 hrs
3 Estimation of the head loss due to friction incurred by a fluid along a
pipeline (To find the friction factor for the given pipes of different
sizes) 04 hrs
4 To determine different losses in pipe fittings (Estimation of the minor
losses) 04 hrs
5 Laminar flow through pipes 02 hrs
6 Velocity distribution in circular pipes 04 hrs
7 Turbulent flow through pipe 02 hrs
8 Study of Water Hammer phenomenon 04 hrs
9 Study of wind tunnel 02 hrs

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Assessment:

⚫ Term Work
Including Laboratory Work and Assignments both, Distribution of marks for Term Work shall be
as follows:
Laboratory work - : 15 Marks
Assignments - : 05 Marks
Attendance : 05 Marks

⚫ End Semester Oral Examination
`
Reference Books:
1) Fluid Mechanics and Hydraulic Machines: R. K. Rajput, S. Chand and Company
2) Hydraulics and Fluid mechanics: Dr. P.M. Modi and Dr. S.M. Seth, Standard Book House,
Delhi
3) Hydraulics Fluid Mechanics and Fluid Machines: S. Ramamrutham, DhanpatRai Publishing
Company (P) Ltd -New Delhi
4) Theory and Application of Fluid Mechanics: K. Subramanian, Tata McGraw hill publishing
company, New Delhi.
5) Fluid Mechanics and Hydraulics: Dr. S.K. Ukarande, Ane’s Books Pvt. Ltd. (Revised Edition
2012), ISBN 97893 811 6 2538
6) Fluid Mechanics and fluid pressure engineering: Dr. D.S. Kumar, F.K. Kataria and sons
7) Fluid Mechanics: R.K. Bansal Laxmi Publications (P) Ltd.
*****************

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Semester - IV

Course Code Course Name Credits

CEL405 Skill Based Lab Course -II
Total Station and Geographical Information
System
1

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 2 - - 1 - 1

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem.
Exam Duration of
End Sem Exam TW PR OR Test-I Test-II Average
- - - - - 50 - - 50

Objectives:
1) To enable the learners, operate the Total Station and generate its output in terms of plans,
elevations and 3D views
2) To enable the learners, operate the Global Navigation Satellite System (GNSS) receivers and
retrieve the information
3) To enable the learner s work on a Geographical Information System (GIS) platform for
assimilating geographical data

Outcomes: Learner will be able to…
1) Operate a Total Station and traverse the field
2) Perform various operations like computing height of a structure, computing are a of plot,
subdividing area, demarcating boundaries, etc. Using Total Station
3) Set out foundation plan using Total Station
4) Compute the point, line and area features using Global Navigation Satellite System
5) Plot various existing features in a geographic area on a GIS platform
6) Add attribute and perform various statistical operations in GIS

List of Experiments (Minimum Eight)
Module
Detailed Contents Lab
Sessions/Hr
1 Introduction to concepts, fundamental features and working
principal of Total Station (TS) 02
2 Temporary settings of a TS in field and perform basic functions on 02

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total station like traversing, area of open plot, height calculations,
etc.
3 Collect detailed features of a plot (comprising features such as 2 -3
buildings, courtyards, security cabins, playgrounds, trees, gates,
poles, roads, drainage lines, etc.) using TS 04
4 Transfer data collected through TS on a convenient computer aided
drafting (CAD) software 02
5 Feeding a CAD plan in TS and setting out a foundation plan using
TS 02
6 Introduction to fundamental features of Global Navigation Satellite
System (GNSS) and collect point, line and polygon features through
a GNSS receiver 02
7 Computing latitudes, longitudes, altitudes of points, length of roads,
area of plots, etc. using a GNSS system 02
8 Basic introduction to compatibilities, utilities and attributes of
peculiar Geographical Information System (GIS) softwares
available in market w.r.t their various commands, features,
capabilities and functions. 02
9 Collecting ground points through GNSS and TS for integrating it
with spatial data obtained from a GIS platform like google earth,
openstreetnetwork, etc. and developing a model on a GIS software 04
10 Add various layers in term of attributes and perform various
statistical operations and queries in GIS 04

Assessment:
⚫ Term Work
Including Laboratory Work comprising of minimum 8 software generated sheets distribution of
marks for Term Work shall be as follows:
Laboratory work : 40 Marks (comprising of min 8 software generated sheets:
4 using TS and GNSS data in CADD tool and 4 using GIS tool)
Attendance : 10 Marks

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Semester - IV

Course Code Course Name Credits
CEM 401 Mini Project -1B 1.5

Contact Hours Credits Assigned
Theory Practical Tutorial Theory Practical Tutorial Total
- 03 - - 1.5 - 1.5

Theory Term
Work/Practical/Oral
Total Internal Assessment End
Sem
Exam Duration of
End Sem Exam TW PR OR Test-I Test-II Average
- - - - - 25 - 25 50

Objectives
1) To acquaint with the process of identifying the needs and converting it into the problem.
2) To familiarize the process of solving the problem in a group.
3) To acquaint with the process of applying basic engineering fundamentalsto attempt solutions
to the problems.
4) To inculcate the process of self -learning and research.

Outcome: Learner will be able to…
1) Identify problems based on societal /research needs.
2) Apply Knowledge and skill to solve societal problems in a group.
3) Develop interpersonal skills to work as member of a group or leader.
4) Draw the proper inferences from available results through theoretical/
experimental/simulations.
5) Analyse the impact of s olutions in societal and environmental context for sustainable
development.
6) Use standard norms of engineering practices
7) Excel in written and oral communication.
8) Demonstrate capabilities of self -learning in a group, which leads to life long learning.
9) Demonstrate project management principles during project work.

Guidelines for Mini Project

1) Students shall form a group of 3 to 4 students, while forming a group sh all not be allowed less
than three or more than four students, as it is a group activity.
2) Students should do survey and identify needs, which shall be converted into problem statement
for mini project in consultation with faculty supervisor/head of departm ent/internal committee
of faculties.
3) Students hall submit implementation plan in the form of Gantt/PERT/CPM chart, which will
cover weekly activity of mini project.
4) A log book to be prepared by each group, wherein group can record weekly work progress,
guide/supervisor can verify and record notes/comments.

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5) Faculty supervisor may give inputs to students during mini project activity;however, focus
shall be on self -learning.
6) Students in a group shall understand problem effectively, propose multiple solutio n and select
best possible solution in consultation with guide/ supervisor.
7) Students shall convert the best solution into working model using various components of their
domain areas and demonstrate.
8) The solution to be validated with proper justification a nd report to be compiled in standard
format of University of Mumbai.
9) With the focus on the self -learning, innovation, addressing societal problems and
entrepreneurship quality development within the students through the Mini Projects, it is
preferable tha t a single project of appropriate level and quality to be carried out in two
semesters by all the groups of the students. i.e. Mini Project 1 in semester III and IV. Similarly,
Mini Project 2 in semesters V and VI.
10) However, based on the individual student s or group capability, with the mentor’s
recommendations, if the proposed Mini Project adhering to the qualitative aspects mentioned
above gets completed in odd semester, then that group can be allowed to work on the extension
of the Mini Project with suit able improvements/modifications or a completely new project idea
in even semester. This policy can be adopted on case by case basis.

Guidelines for Assessment of Mini Project:
Term Work
• The review/ progress monitoring committee shall be constituted by hea d of departments of
each institute. The progress of mini project to be evaluated on continuous basis, minimum
two reviews in each semester.
• In continuous assessment focus shall also be on each individual student, assessment based on
individual’s contributi on in group activity, their understanding and response to questions.
• Distribution of Term work marks for both semesters shall be as below;
o Marks awarded by guide/supervisor based on log book : 10
o Marks awarded by review committee : 10
o Quality of Project report : 05
o
Review/progress monitoring committee may consider following points for
assessment based on either one year or half year project as mentioned in
general guidelines.

One-year p roject:
• In first semester entire theoretical solution shall be ready, including components/system
selection and cost analysis. Two reviews will be conducted based on presentation given by
students group.
• First shall be for finalisation of problem
• Second shall be on finalisation of proposed solution of problem.
• In second semester expected work shall be procurement of component’s/systems, building of
working prototype, testing and validation of results based on work completed in an earlier
semester.
• First review is based on readiness of building working prototype to be conducted.

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• Second review shall be based on poster presentation cum demonstration of working model in
last month of the said semester.


Half -year project:
• In this case in one semester students’ group shall complete project in all aspects including,
o Identification of need/problem
o Proposed final solution
o Procurement of components/systems
o Building prototype and testing
• Two reviews will be conducted for continuous assessment,
o First shall be for finalisation of problem and proposed solution
o Second shall be for implementation and testing of solution.

Assessment criteria of Mini Project.

Mini Project shall be assessed based on following criteria;

1) Quality of survey/ need identificatio n
2) Clarity of Problem definition based on need.
3) Innovativeness in solutions
4) Feasibility of proposed problem solutions and selection of best solution
5) Cost effectiveness
6) Societal impact
7) Innovativeness
8) Cost effectiveness and Societal impact
9) Full functioni ng of working model as per stated requirements
10) Effective use of skill sets
11) Effective use of standard engineering norms
12) Contribution of an individual’s as member or leader
13) Clarity in written and oral communication

• In one year, project , first semester evaluation may be based on first six criteria’s and
remaining may be used for second semester evaluation of performance of students in mini
project.
• In case of half year project all criteria’s in generic may be considered for evaluation of
performance of students in mini project.
Guidelines for Assessment of Mini Project Practical/Oral Examination:
• Report should be prepared as per the guidelines issued by the University of Mum bai.
• Mini Project shall be assessed through a presentation and demonstration of working model
by the student project group to a panel of Internal and External Examiners preferably from
industry or research organisations having experience of more than five years approved by
head of Institution.
• Students shall be motivated to publish a paper based on the work in Conferences/students
competitions.

Mini Project shall be assessed based on following points;

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1) Quality of problem and Clarity
2) Innovativeness in solut ions
3) Cost effectiveness and Societal impact
4) Full functioning of working model as per stated requirements
5) Effective use of skill sets
6) Effective use of standard engineering norms
7) Contribution of an individual’s as member or leader
8) Clarity in written and ora l communication

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