CE3204 STRENGTH OF MATERIALS SYLLABUS | ANNA UNIVERSITY BE INDUSTRIAL ENGINEERING 3RD SEMESTER SYLLABUS REGULATION 2008 2011-2012 BELOW IS THE ANNA UNIVERSITY THIRD SEMESTER BE INDUSTRIAL ENGINEERING DEPARTMENT SYLLABUS IT IS APPLICABLE FOR ALL STUDENTS ADMITTED IN THE YEAR 2011-2012 (ANNA UNIVERSITY CHENNAI,TRICHY,MADURAI,TIRUNELVELI,COIMBATORE), 2008 REGULATION OF ANNA UNIVERSITY CHENNAI AND STUDENTS ADMITTED IN ANNA UNIVERSITY CHENNAI DURING 2009
CE3204 STRENGTH OF MATERIALS L T P C
3 0 0 3
AIM:
To understand the stresses and strains for different types of loads for various
applications.
OBJECTIVES:
To understand the stresses developed in beams under transverse load
To understand the shear stress developed due to tensional load
To understand the stresses induced in cylinders and spheres due to internal
pressure.
UNIT I STRESS, STRAIN AND DEFORMATION OF SOLIDS 8
Rigid and deformable bodies –- Axial and Shear Stresses – Deformation of simple
and compound bars – Thermal stresses – Elastic Constants - Volumetric strains-
Stresses and deformation of thin cylinders and thin shells – Stresses on inclined
planes – Principal stresses and principal planes – Mohr’s circle of stress.
UNIT II TRANSEVERSE LOADING ON BEAMS AND STRESSES IN
BEAMS 10
Beams – types Transverse loading on beams – Shear force and bending moment in
beams – Cantilevers – Simply supported beams and over hanging beams. Theory of
simple bending – bending stress distribution – Load carrying capacity – Proportioning
of sections – Flitched beams – Shear stress distribution.
UNIT III TORSION 8
Torsion formulation Stresses and deformation in circular and hollows shafts –
Stepped shafts – deflection in Shafts fixed at the both ends – Stresses in helical
springs – Deflection of helical springs.
UNIT IV DEFLECTION OF BEAMS 10
Double Integration method – Macaulay’s method – Area moment theorems for
computation of slopes and deflections in beams – Conjugate beam and strain energy
method – Maxwell’s reciprocal theorems.
UNIT V THIN CYLINDERS, SPHERES AND THICK CYLINDERS 9
Stresses in thin cylindrical shell due to internal pressure circumferential and
longitudinal stresses – deformation in thin cylinders –spherical shells subjected to
internal pressure
deformations in spherical shells - Lame’s theory – application of theories of failure.
TOTAL : 45 PERIODS
26
TEXTBOOKS:
1. Rajput.R.K. “Strength of Materials” S.Chand & co Ltd. New Delhi 1996
2. Jindal U.C. “Strength of Materials” Asian Books Pvt Ltd, New Delhi 2007
REFERENCES:
1. Egor.P.Popov “Engineering Mechanics of Solids” Prentice Hall of India, New
Delhi 1997
2. Subramanian R. “Strength of Materials” Oxford University Press, Oxford Higher
Education series ,2007
3. Hibbeler , R.C, Mechanics of materials”, Pearson Education, Low price
Edition,2007
4. Bansal, R.K, Strength of Materials , Lakshmi Publication (P) Ltd, New Delhi.
5. Ferdinand P Been, Russell Johnson,j.r. & John J Dewole mechanics of materials,
Tata Mcgraw Hill publishing Co Ltd, NewDelhi,2006
CE3204 STRENGTH OF MATERIALS L T P C
3 0 0 3
AIM:
To understand the stresses and strains for different types of loads for various
applications.
OBJECTIVES:
To understand the stresses developed in beams under transverse load
To understand the shear stress developed due to tensional load
To understand the stresses induced in cylinders and spheres due to internal
pressure.
UNIT I STRESS, STRAIN AND DEFORMATION OF SOLIDS 8
Rigid and deformable bodies –- Axial and Shear Stresses – Deformation of simple
and compound bars – Thermal stresses – Elastic Constants - Volumetric strains-
Stresses and deformation of thin cylinders and thin shells – Stresses on inclined
planes – Principal stresses and principal planes – Mohr’s circle of stress.
UNIT II TRANSEVERSE LOADING ON BEAMS AND STRESSES IN
BEAMS 10
Beams – types Transverse loading on beams – Shear force and bending moment in
beams – Cantilevers – Simply supported beams and over hanging beams. Theory of
simple bending – bending stress distribution – Load carrying capacity – Proportioning
of sections – Flitched beams – Shear stress distribution.
UNIT III TORSION 8
Torsion formulation Stresses and deformation in circular and hollows shafts –
Stepped shafts – deflection in Shafts fixed at the both ends – Stresses in helical
springs – Deflection of helical springs.
UNIT IV DEFLECTION OF BEAMS 10
Double Integration method – Macaulay’s method – Area moment theorems for
computation of slopes and deflections in beams – Conjugate beam and strain energy
method – Maxwell’s reciprocal theorems.
UNIT V THIN CYLINDERS, SPHERES AND THICK CYLINDERS 9
Stresses in thin cylindrical shell due to internal pressure circumferential and
longitudinal stresses – deformation in thin cylinders –spherical shells subjected to
internal pressure
deformations in spherical shells - Lame’s theory – application of theories of failure.
TOTAL : 45 PERIODS
26
TEXTBOOKS:
1. Rajput.R.K. “Strength of Materials” S.Chand & co Ltd. New Delhi 1996
2. Jindal U.C. “Strength of Materials” Asian Books Pvt Ltd, New Delhi 2007
REFERENCES:
1. Egor.P.Popov “Engineering Mechanics of Solids” Prentice Hall of India, New
Delhi 1997
2. Subramanian R. “Strength of Materials” Oxford University Press, Oxford Higher
Education series ,2007
3. Hibbeler , R.C, Mechanics of materials”, Pearson Education, Low price
Edition,2007
4. Bansal, R.K, Strength of Materials , Lakshmi Publication (P) Ltd, New Delhi.
5. Ferdinand P Been, Russell Johnson,j.r. & John J Dewole mechanics of materials,
Tata Mcgraw Hill publishing Co Ltd, NewDelhi,2006
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