Lecture 1 - Introduction to Strength of Materials - 1
Lecture 2 - Introduction to Strength of Materials - 2
Lecture 3 - Stress Component is Scalar
Lecture 4 - Stress Vector
Lecture 5 - Stress Tensor
Lecture 6 - Equilibrium Conditions
Lecture 7 - Mohr's Circle
Lecture 8 - Proof of Mohr's Circle
Lecture 9 - Principal Stresses
Lecture 10 - Octahedral and Deviatoric Stresses and Principal Directions
Lecture 11 - Free Surfaces
Lecture 12 - Photoelasticity
Lecture 13 - Strain
Lecture 14 - State of Strain
Lecture 15 - Strain Measurement
Lecture 16 - Tension Test
Lecture 17 - Stress Strain Relations
Lecture 18 - Interrelations between Elastic Constants
Lecture 19 - Thermal Strain
Lecture 20 - Torsion 1 - Thought and Physical Experiments
Lecture 21 - Torsion 2 - Mathematical Development
Lecture 22 - Torsion 3 - Problem solving, Hollow shaft
Lecture 23 - Bending 1 - Euler-Bernoulli Hypothesis
Lecture 24 - Bending 2 - Flexure Formula
Lecture 25 - Bending 3 - Engineering Analysis of Beams
Lecture 26 - Bending 4 - Shear Stress in Beams
Lecture 27 - Bending 5 - Composite Beams
Lecture 28 - Bending 6 - Shear in I Beams and Shear Centre
Lecture 29 - Bending 7 - Unsymmetrical Bending and Combined Loading
Lecture 30 - Review 1
Lecture 31 - Deflection 1 - Moment-Curvature and Load Deflection
Lecture 32 - Deflection 2 - Moment-Area Method
Lecture 33 - Deflection 3 - Method of Superposition and Energy Method
Lecture 34 - Deflection 4 - Fictitious Load Method
Lecture 35 - Theories of Failure 1 - Overview
Lecture 36 - Theories of Failure 2 - Yield surfaces, Mohr's Theory and Failure in Combined Loading
Lecture 37 - Stability 1 - Governing Equations, Fixed-free and Pinned-pinned
Lecture 38 - Stability 2 - Fixed-pinned, Fixed-fixed
Lecture 39 - Review 2
