CE-305 · Strength of Materials/Official Syllabus
Strength of Materials (CE-305) - Official Syllabus
1
Unit 1
Simple Stress and Strains
- Concept of Elastic body stress and Strain
- Hooke’s law
- Various types of stress and strains
- Elastic constants
- Stresses in compound bars
- composite and tapering bars
- Temperature stresses
- Complex Stress and Strains- Two dimensional and three dimensional stress system
- Normal and tangential stresses
- Principal Planes
- Principal Stresses and Strains
- Mohr’s circle of stresses
2
Unit 2
Bending and Shearing Stresses
- Theory of simple bending
- Concept of pure bending and bending stress
- Equation of bending
- Neutral axis
- Section-Modulus
- Differential equation of the elastic curve
- Determination of bending stresses in simply supported, Cantilever and Overhanging beams subjected to point load and uniformly distributed loading
- Bending stress distribution across a section of beam
- Shearing Stress and shear stress distribution across a section in Beams
3
Unit 3
Determination of Slope and Deflection of beams
- Double Integration Method
- Macaulay’s Method
- Area Moment Method
- Conjugate Beam Method
- Strain Energy Method
- Castiglione’s Method
- Unit Load Method
4
Unit 4
Columns and Struts
- Theory of columns
- Slenderness ratio
- Direct and bending stresses in short columns
- Kern of a section
- Buckling and stability
- Euler’s buckling/crippling load for columns with different end conditions
- Rankin’s formula
- Eccentric loads and the Secant formula- Imperfections in columns
- Thin Pressure Vessels: cylinders and spheres
- Stress due to internal pressure
- Change in diameter and volume
- Theories of failure
5
Unit 5
Torsion of Shafts
- Concept of pure torsion
- Torsion equation
- Determination of shear stress and angle of twist of shafts of circular section
- Torsion of solid and hollow circular shafts
- Analyses of problems based on combined Bending and Torsion
- Unsymmetrical Bending: Principal moment of Inertia
- Product of Inertia
- Bending of a beam in a plane which is not a plane of symmetry
- Shear center
- Curved beams: Pure bending of curved beams of rectangular, circular and trapezoidal sections
- Stress distribution and position of neutral axis
Laboratory Experiments
- Study of Universal testing machine
- To determine the compressive and tensile strength of materials
- To determine the Brinell hardness of materials
- To determine the Rockwell hardness of materials
- To determine the toughness of the materials
- To determine the stiffness of the spring
- To determine the deflection of beam by the use of deflection-beam apparatus
Reference Books
- Mechanics of Materials — Punmia B.C. — Laxmi Publications (P) Ltd
- Strength of Materials — S.S Bhavikaati — Vikas Publisher, new Delhi
- Strength of Materials — Rajput R. K. — S. Chand
- Strength of Materials — S. Ramamrutham, R. Narayanan — DhanpatRai Publications
- Strength of Materials — R. Subramaniam — Oxford University Press
- Strength of Material — Sadhu Singh — Khanna Publishers
- Mechanics of solids — Mubeen A — Pearsons
- Strength of Material — D.S PrakashRao — University Press , Hyderabad
- Strength of Material — Debrath Nag — Wiley
- Strength of Material — Jindal — Pearsons
- Strength of Materials — Bansal R.K — Laxmi Publisher, New Delhi
- Strength of Materials — Nash, W.A. — Mcgraw hills, New Delhi
- Strength of Materials — Chandramouli — PHI learning
- Strength of Materials — Dongre A.P. — Scitech, Chennai
- Strength of Materials — Negi L. S — McGraw Hill Professional
- Strength of Material — Raj Puroshattam — Pearsons
- Mechanics of Material — J.M. Gere, J. G. Barry — Cengage Learning
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