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23rd January 2018, 02:14 PM
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Join Date: Aug 2012
Re: Computational Fluid Dynamics Workshop IIT Bombay

The 10 day ISTE workshop on Computational Fluid Dynamics, from 12th to 22nd June 2012, will be conducted simultaneously at 48 remote centers distributed across the country, in the distance mode. Every remote center will have about 30-40 participants.

Duration : The duration of the workshop is 2 weeks (10 working days).

Course Content :


Part I: Essentials of Fluid Mechanics and Introduction to Finite Difference Method.
1. Introduction, Mathematical background.
2. Integral analysis of fluid dynamics and its applications to a few problems.
3. Kinematics of fluid motion: Eulerian and Lagrangian approaches, rates of change, graphical descriptors of fluid motion, kinematic decomposition of fluid motion.
4. Differential analysis of fluid dynamics: derivations of governing equations (mass, momentum, energy), sub-models for simplified situations, non dimensionalization of the governing equations.
5. Some analytical solutions to the Navier Stokes equations in cartesian and cylindrical geometries.
6. Introduction to the Finite Difference Method of numerical solution: Application to diffusion equation - explicit and implicit methods of solution, Application to Laplace equation - iterative method of solution.

PART II: Finite Volume Method for Fluid Dynamics and Heat Transfer Governing Equations.
1. 1-D and 2-D Unsteady State Heat Conduction: Finite Volume Discretization; Explicit and Implicit methods; Implementation details; Solution algorithm.
Special topics: Multi-solid and non-linear Heat Conduction. Example problems.
2. 1-D and 2-D Unsteady State Heat Advection and Convection: Finite Volume Discretization; advection schemes; Implementation details; solution algorithm; Example Problems.
3. 2-D Unsteady State Fluid Flow and Heat Transfer: Finite Volume Discretization; pressure-velocity coupling; Explicit and Implicit methods; Semi-explicit and Semi-Implicit Method, Solution Methodology on Staggered and Colocated Grid, Solution algorithm; Example problems on Isothermal flow and Forced/Mixed/Natural Convection Heat Transfer.
4. Grid Generation: Structured Grid. Algebraic and Elliptic method.

Teaching Faculty

Prof. Bhalchandra Puranik,
Department of Mechanical Engineering, IIT Bombay

Prof. Atul Sharma,
Department of Mechanical Engineering,
IIT Bombay

Contact Detials
IIT Bombay
Address: Main Gate Road, Powai, Mumbai, Maharashtra 400076
Phone: 022 2572 2545


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