CE2201 - Mechanics of Solids Syllabus Copy 3rd Sem - Civil engineering | Anna University

CE2201 - Mechanics of Solids Syllabus Copy 3rd Semester for B.E Civil engineering | Anna University

                               Students those who are all studying 2nd year 3rd semester B.E civil engineering at Anna University or Anna University affiliated colleges all are applicable to below syllabus. CE2201 is the subject code for the subject "Mechanics of Solids" which is coming for 3rd semester b.e civil engineering students. Below i have listed the syllabus for mechanics of solids (CE2201) which will help you find the exact syllabus, text books and reference books. 

                                CE2201 MECHANICS OF SOLIDS L T P C

OBJECTIVE

The subject of Mechanics of Solids cuts broadly across all branches of engineering profession.

At the end of this course, the student will have knowledge about behaviour of members

subjected to various type of forces. The subject can be mastered best by solving numerous

problems.

UNIT I STRESS STRAIN AND DEFORMATION OF SOLIDS, STATES OF STRESS 

Rigid bodies and deformable solids – stability, strength, stiffness – tension, compression and

shear stresses – strain, elasticity, Hooke’s law, limit of proportionately, modules of elasticity,

stress-strain curve, lateral strain – temperature stresses – deformation of simple and compound

bars – shear modulus, bulk modulus, relationship between elastic constants – biaxial state of

stress – stress at a point – stress on inclined plane – principal stresses and principal planes –

Mohr’s circle of stresses.

UNIT II ANALYSIS OF PLANE TRUSS, THIN CYLINDERS / SHELLS 

Stability and equilibrium of plane frames – types of trusses – analysis of forces in truss

members method of joints, method of sections, method of tension coefficients – thin cylinders

and shells – under internal pressure – deformation of thin cylinders and shells.

UNIT III TRANSVERSE LOADING ON BEAMS 

Beams – types of supports – simple and fixed, types of load – concentrated, uniformly

distributed, varying distributed load, combination of above loading – relationship between

bending moment and shear force – bending moment, shear force diagram for simply supported,

cantilever and over hanging beams – Theory of simple bending – analysis of stresses – load

carrying capacity of beams – proportioning of sections

UNIT IV DEFLECTION OF BEAMS AND SHEAR STRESSES 

Deflection of beams – double integration method – Macaulay’s method – slope and deflection

using moment area method, Conjugate Beam method – variation of shear stress – shear stress

distribution in rectangular, I sections, solid circular sections, hollow circular sections, angle and

channel sections – shear flow – shear centre.26

UNIT V TORSION AND SPRINGS 

Stresses and deformation in circular (solid and hollow shafts) – stepped shafts – shafts fixed at

both ends – leaf springs – stresses in helical springs – deflection of springs.

TOTAL (L:45+T:15): 60 PERIODS

TEXT BOOKS

1. Egor P Popov, Engineering Mechanics of Solids, Prentice Hall of India, New Delhi, 2003

2. Bansal R.K. Strength of materials, Laxmi Publications, New Delhi - 2007

REFERENCES

1. Subramanian R., Strength of materials, Oxford university press, New Delhi - 2005

2. William A.Nash, Theory and Problems of Strength of Materials, Schaum’s Outline

Series, Tata McGraw-Hill publishing co., New Delhi – 2007.

3. Srinath L.S, Advanced Mechanics of Solids, Tata McGraw-Hill Publishing Co., New

Delhi, 2003.