Lecture 1 - Concept of stress resultant and static equilibrium
Lecture 2 - Displacement and kinematic compatibility
Lecture 3 - Stability,Static and kinematic indeterminacy of structural system
Lecture 4 - Kinematic indeterminacy, Energy approach
Lecture 5 - Energy concept and virtual work principle
Lecture 6 - Energy Concept (Continued...)
Lecture 7 - Examples cases using energy approach
Lecture 8 - Introduction to Force method
Lecture 9 - Simple flexibility approach - examples
Lecture 10 - Temperature loading/member pre-strains and post processing
Lecture 11 - Introduction to displacement approach - simple stiffness method
Lecture 12 - Application to continuous beams
Lecture 13 - Simple stiffness approach for frame structures
Lecture 14 - Equivalent joint load approach
Lecture 15 - Temperature loading/member pre-strains/support displacements
Lecture 16 - Generalized Flexibility Method - Member Flexibility
Lecture 17 - Generalized Flexibility - Structural System
Lecture 18 - Structural Flexibility Matrix from Generalized System
Lecture 19 - Generalized Flexibility Approach - Examples
Lecture 20 - Generalized Flexibility Approach - Examples (Continued...)
Lecture 21 - Generalized Stiffness Approach - Brief
Lecture 22 - Member Stiffness Matrix
Lecture 23 - Example Case - Flexibility and Stiffness Approach
Lecture 24 - Simple Stiffness Approach - Example
Lecture 25 - Generalized Stiffness Approach - Example
Lecture 26 - Computer Implementation of Stiffness Approach
Lecture 27 - Assembly of Global Stiffness Matrix
Lecture 28 - Matrix Rearrangement and Solution Approach
Lecture 29 - Continuous Beam Systems - Computer Based Stiffness Approach
Lecture 30 - Continuous Beam - Computer Based Stiffness Approach (Continued...)
Lecture 31 - MATLAB implementation of stiffness approach - continuous beam case
Lecture 32 - Computer Based Stiffness Approach in MATLAB - Hands-on Session
Lecture 33 - Stiffness approach for plane truss members - computer implementation
Lecture 34 - 2D truss stiffness approach - computer implementaion
Lecture 35 - Plane truss MATLAB implementation Hands-on session
Lecture 36 - Computer implementation of Stiffness Approach - Plane Frame System
Lecture 37 - Computer implementation of Stiffness Approach - Plane Frame System (Continued...)
Lecture 38 - Computer implementation for plance frame - Example Problem
Lecture 39 - Computer implementation of Stiffness Approach - Grid Structures
Lecture 40 - Transformation in 3D domain - Space Frame and Space Truss
Lecture 41 - Computer based stiffness approach - Space Frame and Space Truss
Lecture 42 - Space truss member - Example and computer implementation
Lecture 43 - Introduction to the geometrical nonlinearities
Lecture 44 - Geometrical nonlinear analysis - Plane Truss Member
Lecture 45 - Geometrical nonlinear analysis - Plane Truss Structure
Lecture 46 - Geometrical nonlinear analysis - Example Problem
Lecture 47 - Geometrical nonlinear analysis - Beam Members
Lecture 48 - Geometrical nonlinear analysis - Beam Members (Continued...)
Lecture 49 - Incremental load analysis - Geometrical nonlinear problem
Lecture 50 - Newton Raphson Procedure for nonlinear analysis
Lecture 51 - Newton Raphson Scheme - Geometrically nonlinear problem
Lecture 52 - P-delta effects in general frame structures
Lecture 53 - P-delta effects using geometric stiffness and solution
Lecture 54 - Linear Buckling Analysis
Lecture 55 - Introduction to Material nonlinearity
Lecture 56 - Incremental Stress-strain Relation - Material Nonlinearity
Lecture 57 - Member stiffness and incremental analysis
Lecture 58 - Iterative solution approach and numerical example
Lecture 59 - Example case
Lecture 60 - Introduction to finite element approach and way forward
