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Introduction to Finite Volume Methods II

Introduction to Finite Volume Methods II. Instructor: Prof. Ashoke De, Department of Aerospace Engineering, IIT Kanpur. The Finite Volume Method (FVM) is one of the widely used numerical techniques in the scientific community and in industry as well. In this approach, the partial differential equations that represent the conservation laws to simulate uid flow, heat transfer, and other related physical phenomena, are transformed over differential volumes into discrete algebraic equations over nite volumes (or elements or cells). Thereafter, the system of algebraic equations is solved to compute the values of the dependent variable for each of the elements to represent the physical processes. (from nptel.ac.in)

Lecture 03 - Linear Solvers III


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Lecture 01 - Linear Solvers I
Lecture 02 - Linear Solvers II
Lecture 03 - Linear Solvers III
Lecture 04 - Linear Solvers IV
Lecture 05 - Linear Solvers V
Lecture 06 - Linear Solvers VI
Lecture 07 - Linear Solvers VII
Lecture 08 - Linear Solvers VIII
Lecture 09 - Convection Term Discretization I
Lecture 10 - Convection Term Discretization II
Lecture 11 - Convection Term Discretization III
Lecture 12 - Convection Term Discretization IV
Lecture 13 - Convection Term Discretization V
Lecture 14 - Convection Term Discretization VI
Lecture 15 - Convection Term Discretization VII
Lecture 16 - Convection Term Discretization VIII
Lecture 17 - Convection Term Discretization IX
Lecture 18 - High Resolution Schemes I
Lecture 19 - High Resolution Schemes II
Lecture 20 - High Resolution Schemes III
Lecture 21 - High Resolution Schemes IV
Lecture 22 - High Resolution Schemes V
Lecture 23 - High Resolution Schemes VI
Lecture 24 - High Resolution Schemes VII
Lecture 25 - Temporal Discretization I
Lecture 26 - Temporal Discretization II
Lecture 27 - Temporal Discretization III
Lecture 28 - Temporal Discretization IV
Lecture 29 - Discretization of the Source Term, Relaxation Other Details I
Lecture 30 - Discretization of the Source Term, Relaxation Other Details II
Lecture 31 - Fluid Flow Computation: Incompressible Flows I
Lecture 32 - Fluid Flow Computation: Incompressible Flows II
Lecture 33 - Fluid Flow Computation: Incompressible Flows III
Lecture 34 - Fluid Flow Computation: Incompressible Flows IV
Lecture 35 - Fluid Flow Computation: Incompressible Flows V
Lecture 36 - Fluid Flow Computation: Incompressible Flows VI
Lecture 37 - Fluid Flow Computation: Incompressible Flows VII
Lecture 38 - Fluid Flow Computation: Incompressible Flows VIII
Lecture 39 - Fluid Flow Computation: Compressible Flows
Lecture 40 - Some Advanced Topics