MA 9211
MATHEMATICS-III L
T P
C
3 1 0 4
AIM
To facilitate the understanding of the principles and to cultivate
the art of formulating physical
problems in the language of mathematics.
OBJECTIVES
- To introduce Fourier series analysis which is central to many applications in engineering apart from its use in solving boundary value problems
- To acquaint the student with Fourier transform techniques used in wide variety of situations in which the functions used are not periodic
- To introduce the effective mathematical tools for the solutions of partial differential equations that model physical processes
- To develop Z- transform techniques which will perform the same task for discrete time systems as Laplace Transform, a valuable aid in analysis of continuous time systems
UNIT I FOURIER
SERIES
9+3
Dirichlet’s conditions –
General Fourier series – Odd and even functions
– Half-range Sine
and Cosine series – Complex form of Fourier series – Parseval’s
identity – Harmonic Analysis.
UNIT II FOURIER
TRANSFORM
9+3
Fourier integral theorem – Fourier transform pair-Sine and Cosine
transforms – Properties –
Transform of elementary functions – Convolution theorem –
Parseval’s identity.
UNIT III PARTIAL
DIFFERENTIAL EQUATIONS
9+3
Formation – Solutions of first order equations – Standard types
and Equations reducible to
standard types – Singular solutions – Lagrange’s Linear equation
– Integral surface passing
through a given curve – Solution of linear equations of higher
order with constant coefficients.
UNIT IV APPLICATIONS OF PARTIAL
DIFFERENTIAL EQUATIONS 9+3
Method of separation of Variables – Solutions of one dimensional
wave equation and onedimensional heat equation – Steady state solution of
two-dimensional heat equation – Fourier
series solutions in Cartesian coordinates.
UNIT V Z – TRANSFORM AND
DIFFERENCE EQUATIONS
9+3
Z-transform – Elementary properties – Inverse Z-transform –
Convolution theorem – Initial and
Final value theorems – Formation of difference equation –
Solution of difference equation
using Z-transform.
L: 45, T: 15, TOTAL: 60 PERIODS
TEXT BOOK
1. Grewal, B.S. “Higher
Engineering Mathematics”, Khanna Publications (2007)
REFERENCES
1. Glyn James, “Advanced Modern Engineering Mathematics, Pearson
Education (2007)
2. Ramana, B.V. “Higher Engineering Mathematics” Tata McGraw Hill
(2007).
3. Bali, N.P. and Manish Goyal, “A Text Book of Engineering 7th Edition (2007) Lakshmi Publications (P) Limited, New Delhi.
CE 9201 STRENGTH OF
MATERIALS – I
L T P C
3 1
0 4
OBJECTIVE:
Enable the student to understand the behaviour of deformable
structural elements, subjected
to different types of loadings
UNIT I STRESS, STRAIN AND
DEFORMATION OF SOLIDS 12
Rigid and deformable bodies – Stability, strength and stiffness
- Axial and Shear Stresses –
Deformation of simple and compound bars –
Thermal stresses – Biaxial state of stress –
Elastic Constants - Stresses and deformation of thin cylindrical
and spherical shells –
Stresses at a point –
Stress tensor - Stresses on inclined
planes – Principal stresses and
principal planes – Mohr’s circle of stress.
UNIT II ANALYSIS OF PLANE
TRUSSES
12
Stability and equilibrium of plane frames –
perfect frames - types of trusses – Analysis of
forces in truss members –
Method of joints – Method of tension
co-efficient – Method of
sections.
UNIT III BENDING OF
BEAMS
12
Beams – types and transverse loading on beams –
shear force and bending moment in
beams – Cantilever beams – Simply supported beams and over-hanging
beams - Theory of
simple bending – bending stress distribution – Load
carrying capacity – Proportioning of
sections – Leaf springs – Flitched beams – Shear stress
distribution.
UNIT IV TORSION
12
Theory of simple torsion -
Stresses and deformation in circular and hollow shafts – Stepped
shafts – Shafts fixed at both ends – Stresses and deflection in
helical springs.
UNIT V DEFLECTION OF
BEAMS
12
Double Integration method – Macaulay’s method – Area moment method
– Conjugate beam
method for computation of slopes and deflections in determinate
beams.
L: 45 + T: 15 TOTAL: 60
PERIODS
TEXT BOOKS:
1. Egor. P.Popov,
“Engineering Mechanics of Solids” Prentice Hall of India, New Delhi, 2001
2. Vazirani, N, Ratwani, M,
“Analysis of Structures” Khanna Publishers,
New Delhi, 2001
3. Rajput, R.K, “Strength of Materials”, S Chand & Company
Ltd., New Delhi, 2006
REFERENCES:
1. Irwing H.Shames, James
M.Pitarresi, “Introduction to Solid Mechanics”, Prentice Hall of
India, New Delhi, 2002
2. Roger T.Fenner, “ Mechanics of Solids”, ELBS, Oseny Mead,
Oxford, 1990
3. Malhotra, D.R. Gupta, H.C., “The Strength of Materials”, Satya
Prakashan (Tech. India
Publications), New Delhi, 1995.
4. Beer.F.P. & Johnston.E.R, “Mechanics of Materials”, Tata
McGraw Hill, New Delhi, 2004.
5. Elangovan.A., “Thinmavisaiyiyal” (Mechanics of Solids in
Tamil), Anna University,1995.
CE 9202 FLUID MECHANICS L T
P C
3 1 0 4
OBJECTIVE:
The student is introduced to the mechanics of fluids through a
thorough understanding of the
properties of the fluids, behaviour of fluids under static conditions.
The dynamics of fluids is
introduced through the control volume approach which gives an
integrated understanding of
the transport of mass, momentum and energy. 2. The applications of
the conservation laws to
a) flow measurements b) flow through pipes (both laminar and
turbulent) and c) forces on
vanes is studied.
UNIT I FLUIDS PROPERTIES
AND FLUID STATICS
12
Scope of fluid mechanics - Definitions of a fluid - Methods of
analysis - Dimensions and units -
viscosity, density, perfect gas, vapour pressure and surface
tension - Basic equation of fluid
statics - Pressure measurements - Manometers.
- Forces on plane and curved
surfaces -
Buoyancy and floatation - Stability of floating bodies - Relative
equilibrium.
UNIT II BASIC CONCEPTS OF
FLUID FLOW 12
(a) Kinematics – Methods
of describing fluid
motion - Classification of flows
- Streamline,
streak-line and
path-lines - Stream
function and velocity potentials - Flow
nets; (b)
Dynamics - Dimensional Concepts of System and
Control volume -
Application of control
volume to continuity, energy and momentum - Euler’s equation of
motion along a stream line -
Bernoulli’s equation - Applications to velocity and discharge
measurements - Linear
momentum equation and moment-of-momentum equations and their
applications.
UNIT III DIMENSIONAL
ANALYSIS AND MODEL STUDIES 12
Fundamental dimensions
- dimensional homogeneity - Rayleigh’s method and Buckingham
Pi-Theorem - Dimensionless parameters - Similitude and model
studies. Distorted Models.
UNIT IV INCOMPRESSIBLE
VISCOUS FLOW 12
Laminar flow between parallel plates, and pipes - Development of
laminar and turbulent flows
in pipes - Reynolds experiment -
Darcy-Weisbach equation - Moody
diagram - Major and
minor losses of flow in pipes - Pipes in series and in parallel.
UNIT V BOUNDARY LAYERS 12
Definition of boundary layers - Displacement, momentum and energy
thickness - Laminar and
turbulent boundary layers - Momentum integral equation -
Separation of boundary layer - Drag
and Lift - Lift characteristics of airfoils - Induced drag - Polar
Diagram.
L: 45 + T: 15 TOTAL: 60 PERIODS
TEXT BOOKS:
1. Streeter, V.L. and
Wylie, E. B., “Fluid Mechanics”, McGraw Hill, New York, 1983
2. John F.Douglas, Janusz M. Gasiorek, and John A.Swaffield, “Fluid Mechanics”, Pearson
Education Ltd, New Delhi, Fourth Edition, 2001.
REFERENCES:
1. Fox W.R. and McDonald
A.T., Introduction to Fluid
Mechanics John-Wiley and Sons,
Singapore, 1995.
2. Modi P.N. and Seth S.M., Hydraulics and Fluid Mechanics.
Standard Book House. New
Delhi, 2000.
3. Roberson J.A and Crowe C.T., Engineering Fluid Mechanics. Jaico
Books Mumbai, 2000.
CE 9203 SURVEYING –
I
L T P C
3 0 0 3
OBJECTIVE:
The objective of this course is to introduce the principles of
surveying, various methods and
applications to Civil Engineering projects.
UNIT I INTRODUCTION AND
CHAIN SURVEYING
8
Definition - Principles
- Classification -
Field and office work – Precision and Accuracy -
Scales - Conventional signs - Survey instruments - Ranging and
chaining - Reciprocal ranging
- Setting perpendiculars -
well - conditioned triangles - Traversing
- Plotting - Enlarging and
reducing figures.
UNIT II COMPASS SURVEYING
AND PLANE TABLE SURVEYING 7
Prismatic compass - Surveyor’s compass -
Bearing - Systems and conversions -
Local
attraction - Magnetic declination - Dip - Traversing - Plotting -
Adjustment of error - Plane table
instruments and accessories
- Merits and demerits -
Methods - Radiation
- Intersection -
Resection - Traversing.
UNIT III LEVELLING
12
Level line - Horizontal line - Levels and Staves - Spirit level -
Sensitiveness - Bench marks -
Temporary and permanent adjustments - Fly
and check levelling -
Booking - Reduction -
Curvature and refraction -
Reciprocal levelling - Longitudinal and
cross sections - Plotting -
Calculation of areas and
volumes - Contouring
- Methods -
Characteristics and uses of
contours - Plotting - Earth work volume - Capacity of reservoirs.
UNIT IV THEODOLITE
SURVEYING
8
Theodolite - Vernier and microptic -
Description and uses - Temporary and permanent
adjustments of vernier
transit - Horizontal angles - Vertical angles - Heights and distances -
Traversing - Closing error and distribution - Gale’s tables -
Omitted measurements.
UNIT V SURVEY
APPLICATIONS
10
Reconnaissance, preliminary and location surveys for engineering
projects - Lay out - Setting
out works - Route Surveys for highways, railways and waterways -
Curve ranging - Horizontal
and vertical curves - Simple curves -
Setting with chain and tapes,
tangential angles by
theodolite, double theodolite - Compound and reverse curves -
Transition curves - Functions
and requirements - Setting out by offsets and angles - Vertical curves - Sight distances - Mine
Surveying - instruments - Tunnels - Correlation of under ground
and surface surveys - Shafts -
Adits.
TOTAL: 45 PERIODS
TEXT BOOKS:
1. Bannister A. and Raymond
S., Surveying, ELBS, Sixth Edition, 1992.
2. Heribert Kahmen and Wolfgang Faig, Surveying, Walter de
Gruyter, 1995.
3. Kanetkar T.P.,
Surveying and Levelling, Vols. I and II, United Book Corporation, Pune,
2002.
4. Punmia B.C. Surveying,
Vols. I II and III, Laxmi Publications, 2005.
REFERENCES:
1. Clark D., Plane and Geodetic Surveying, Vols. I and II, C.B.S.
Publishers and Distributors,
Delhi, Sixth Edition, 1971.
2. James M.Anderson and
Edward M.Mikhail, Introduction to Surveying, McGraw Hill Book
Company, 1985.
3. Schofield,W.,
Engineering Surveying, Butterworth –Heinemann, London, 5th Edition, 2001
AG 9211 ENGINEERING
GEOLOGY
L T P C
3 0 0 3
OBJECTIVES:
At the end of this course the student shall be able to understand
about geological formations,
classification and morphology of rocks, and the importance of the
study of geology for civil
engineers with regard to founding structures like dams, bridges, buildings,
etc. The student
shall also be able to appreciate the importance of geological
formation in causing earthquakes
and land slides.
UNIT I PHYSICAL
GEOLOGY
9
Geology in civil engineering – branches of geology – structure of
earth and its composition –
weathering of rocks – landforms and processes associated with
river, wind and sea –
relevance to civil engineering.
UNIT II MINEROLOGY 9
Physical properties of minerals. Study of the following rock
forming minerals – Quartz group,
Feldspar group, Pyroxene group, Amphibole and Mica group, Calcite
Gypsum and Clay
minerals.
UNIT III PETROLOGY
9
Classification of rocks, distinction between Igneous, Sedimentary
and Metamorphic rocks.
Engineering properties of rocks. Description, occurrence,
engineering properties, distribution
and uses of : Granite, Syenite, Diorite, Gabbro, Dolerite, Basalt,
Sandstone, Limestone,
Laterite, Shale, Conglomerate, Breccia, Quartzite, Marble, Slate,
Gneiss and Schist.
UNIT IV STRUCTURAL GEOLOGY
ANG GEOPHYSICAL METHODS
9
Geological maps – attitude of beds, study of structures - folds,
faults and joints – relevance to
civil engineering. Plate tectonics
– Earthquakes –
seismic zones in India. Geophysical
methods – Seismic and electrical methods for subsurface
investigations – prospecting for
groundwater.
UNIT V GEOLOGICAL INVESTIGATION 9
Remote sensing for civil engineering applications; Geological
conditions necessary for design
and construction of Dams and Reservoirs, Tunnels, Buildings and
Road cuttings. Investigation
of Landslides, causes and mitigation.
TOTAL: 45 PERIODS
TEXT BOOKS:
1. N. Chenna Kesavulu.
Textbook of Engineering Geology, Macmillan India Ltd., 2007.
2. Venkat Reddy. Engineering Geology for Civil Engineers, D.Oxford
& IBH, 1993.
3. Parbin Singh. A Text book of Engineering and General Geology,
Katson publishing house,
Ludhiana, 1993.
REFERENCES:
1. Blyth F.G.H and M. H de
Freitas, Geology for Engineers, Edward Arnold, London, 1984.
2. F.G.Bell. Fundamentals of Engineering Geology, B.S
Publications, Hyderabad., 2005.
CE 9204
STRENGTH OF MATERIALS LABORATORY L T P C
0 0 3 2
OBJECTIVES:
To study the properties of materials when subjected to different
types of loading.
List of experiments:
1. Tension test on
mild steel / tor steel rod (Tensile
strength-Density-Proof Stress- Stress
Strain Curve -Youngs Modulus-)
2. Compression test on wood
3. Double shear test on metal
4. Torsion test on mild steel rod
5. Impact test on metal specimen
6. Hardness test on metals
7. Deflection test on metal beam
8. Compression test on helical spring
9. Deflection test on carriage spring
10. Tests on bricks, concrete cubes and tiles - Demonstration only
TOTAL: 45 PERIODS
REFERENCES:
1. Relevant Indian
Standards
CE 9205 COMPUTER AIDED
BUILDING DRAWING
L T P C
0 0 4 2
OBJECTIVES:
Building drawing in accordance with development and control rules
satisfying orientation and
functional requirements for the following.
1. An approach to planning
– Function – Utility – People and their
requirements – Extract
from Building Rules and Bye- Laws’ – Planning of Residential and
Public buildings.
2. Complete joinery Details
(Paneled and Glazed Doors and Windows) & Codal Provisions.
3. Buildings with load bearing walls (R.C.C roof).
4. Buildings with sloping
roof (R.C.C roof and Tiled roof).
5. R.C.C. framed structures.
6. Industrial buildings –
North light roof structures – King Post Truss
TOTAL: 60 PERIODS
TEXT BOOKS:
1. Sikka V.B. “A Course in
Civil Engineering Drawing” 4th Edition, S.K.Kataria and
Sons, New
Delhi, 1998.
2. George Omura, “
Mastering in Autocad 2002”- BPB Publications, New Delhi, 2002
REFERENCES:
1. M.G.Shah, C.M.Kale and S.Y.Patki, “Building Drawing with an
Integrated Approach to
Built Environment”,Tata McGraw Hill Publishers Limited ,New Delhi,
2004.
2. B.P.Verma, “Civil Engineering Drawing and House Planning”,
Khanna Publishers, New Delhi, 1989.
3. K.Venugopal, “Building Drawing”, Wiley Eastern Limited, Madras,
2004
4. Murugesan, Padmini Subbarayan, “Civil Engineering Drawing I”,
Pratheeba Publishers, Coimbatore,1984.
5. K.V.Nataraajan, “Engineering Drawing (BIS Specifications)”,
Dhanalakshmi Publishers, 2002.
6. Relevant IS Codes.
CE 9206 SURVEY
PRACTICALS – I
L T P C
0 0
4 2
OBJECTIVE:
The objective of this course is to train the students to acquire
skill in operation of various
survey instruments and to obtain accurate results.
1. CHAIN AND COMPASS
SURVEYING
Ranging and Chaining – Offsets - Traversing.
2. PLANE TABLE
SURVEYING
Radiation – Intersection – Resection – Traversing
3. LEVELLING
Study of levels and levelling staff - Fly levelling using Dumpy
level and Tilting level – Check
Levelling.
4. THEODOLITE
SURVEYING
Study of theodolites - Measurement of angles by reiteration and
repetition - Measurement of
vertical angles.
TOTAL: 60 PERIODS
{ 0 comments... read them below or add one }
Post a Comment
Enter your comments here