Lecture Videos: TEQIP School on Computational Methods in Engineering Applications
2016-04-12 to 2016-04-16

Time dependent problems - Parabolic and hyperbolic problems (transient heat conduction, dynamics and vibration of beams an plates); time-marching methods; Eigen value problems- free vibration problem for beams and plates; buckling of beams and plates
    -Prof. NN Kishore, IIT Kanpur

Plate theories for classical and laminated plates- weak formulation and element calculations
    -Dr. PM Mohite, IIT Kanpur

Numerical Methods for Hydrodynamic Stability
    -Prof. V Shankar IIT Kanpur

Non-Linear FE - Introduction Newton-Raphson method, model problem formulation (elastic bar on non-linear springs, finite elasticity problem), load and time-stepping, stopping criterion
    -Prof. CS Upadhyay, IIT Kanpur

Modeling of metal forming processes using finite element method: Issues and Challenges
    -Prof. PM Dixit, IIT Kanpur

Materials Fail: Understnad damage mechanisms leads to damage tolerant design
    -Prof. SundararajanNatarajan, IIT Madras

Lock-in/Synchronization in Vortex Induced Vibrations
    -Prof. Sanjay Mittal, IIT Kanpur

Introduction to various elements of computational fluid dynamics, Introduction of various computing strategies involved, modelling issues involved
    -Dr. Syed Fahad Anwer, AMU

Introuduction to numerical methods for solution of PDEs, variational methods and introduction to one-dimensional finite element method formulation for axial bar problem; extension to beam-bending, torsion and bending-torsion coupling
    -Dr. Arshad H Khan, AMU

Introduction to finite difference methodology, development 2D solver for incompressible flow simulation: Formulation
    -Prof. Mirza Faisal S. Baig, AMU

Grid generation code writing and hands on experience with an existing code
    -Dr. Syed Fahad Anwer, AMU

Finite Element Method
    -Prof. Tarun Kant, IIT Bombay

Families of shape functions, numerical integration, physical and master element concept and mapping, elements stiffness and load vector calculation
    -Dr. Rashid Zafar Ansari, AMU

Families of shape functions, numerical integration, physical and master element concept and mapping (affine, isoparametrifc, blending function based), element stiffness and load vector calculations
    -Dr. PM Mohite, IIT Kanpur

2D FE problem formulation for second order elliptic partial differential equations in terms of single variable (heat conduction) and two-variables (planner elasticity), 3D FE problem formulation for second order elliptic partial differential equations
    -Prof. NN Kishore, IIT Kanpur

UPCOMING EVENTS 1 TEQIP workshop on Modal Analysis
17/09/2018 - 21/09/2018