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Computational Fluid Dynamics Techniques Course

Course Reviews

Track :

Mathematics

Lessons no : 38

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What will you learn in this course?
  • Master CFD simulation setup, meshing, and boundary condition application for accurate fluid flow analysis
  • Apply numerical methods and algorithms to solve complex fluid dynamics problems efficiently
  • Utilize CFD software tools for modeling turbulence, heat transfer, and multiphase flows in engineering systems
  • Interpret CFD results to optimize designs in aerospace, automotive, and HVAC industries
  • Implement best practices for validating and verifying CFD models to ensure reliable predictions
  • Analyze fluid behavior and pressure distribution using advanced visualization and post-processing techniques
  • Develop skills to troubleshoot common CFD simulation errors and improve model accuracy
  • Integrate CFD techniques with CAD and engineering design processes for seamless workflow
  • Enhance understanding of fluid mechanics principles through practical CFD applications and case studies
  • Utilize computational resources effectively to run large-scale fluid dynamics simulations
  • Apply CFD techniques to solve real-world problems in renewable energy, chemical processing, and environmental engineering
  • Stay updated with latest CFD trends, software updates, and industry standards for continuous professional growth

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  • The Certificate is free !
Lessons | 38
Computational Fluid Dynamics for Incompressible Flows Intro Video
00:03:59

Computational Fluid Dynamics for Incompressible Flows Intro Video
Lec 1 Applications of CFD
00:46:27

Lec 1 Applications of CFD
Lec 2 Basic equations of fluid dynamics and heat transfer
00:50:25

Lec 2 Basic equations of fluid dynamics and heat transfer
Lec 3 Initial and boundary conditions
00:50:54

Lec 3 Initial and boundary conditions
Lec 4 System of second order PDEs
00:56:12

Lec 4 System of second order PDEs
Lec 5 System of first order PDEs
00:44:12

Lec 5 System of first order PDEs
Lec 6 Finite difference by Taylor series expansion
00:55:51

Lec 6 Finite difference by Taylor series expansion
Lec 7 Finite difference by general approximation and polynomials
00:49:11

Lec 7 Finite difference by general approximation and polynomials
Lec 8 Finite difference in non uniform grid
00:54:54

Lec 8 Finite difference in non uniform grid
Lec 9 Types of error and accuracy of FD solutions
00:37:28

Lec 9 Types of error and accuracy of FD solutions
Lec 10 Finite difference formulations of Elliptic Equations with boundary condition treatment
00:40:04

Lec 10 Finite difference formulations of Elliptic Equations with boundary condition treatment
Lec 11 Iterative Methods
01:20:34

Lec 11 Iterative Methods
Lec 12 Applications
00:48:09

Lec 12 Applications
Lec 13 Linear Solvers
00:54:05

Lec 13 Linear Solvers
Lec 14 Finite difference formulations of Parabolic Equations
00:46:13

Lec 14 Finite difference formulations of Parabolic Equations
Lec 15 Finite difference formulations of Parabolic Equations Implicit Methods
01:08:48

Lec 15 Finite difference formulations of Parabolic Equations Implicit Methods
Lec 16 Finite difference formulations of Parabolic Equations Unsteady Two Dimensional Equation
00:36:15

Lec 16 Finite difference formulations of Parabolic Equations Unsteady Two Dimensional Equation
Lec 17 Finite difference formulations of Parabolic Equations Unsteady Three Dimensional Equation
00:44:52

Lec 17 Finite difference formulations of Parabolic Equations Unsteady Three Dimensional Equation
Lec 18 Finite difference formulations of the first order wave equation Explicit Method
00:46:34

Lec 18 Finite difference formulations of the first order wave equation Explicit Method
Lec 19 Finite difference formulations of the first order wave equation Implicit Method
00:44:27

Lec 19 Finite difference formulations of the first order wave equation Implicit Method
Lec 20 Von Neumann stability analysis of different schemes for Parabolic equations
00:46:17

Lec 20 Von Neumann stability analysis of different schemes for Parabolic equations
Lec 21 von Neumann stability analysis of different schemes for Parabolic equations
00:40:56

Lec 21 von Neumann stability analysis of different schemes for Parabolic equations
Lec 22 von Neumann stability analysis of different schemes for Hyperbolic equations
00:46:05

Lec 22 von Neumann stability analysis of different schemes for Hyperbolic equations
Lec 23 Modified equation Artificial viscosity Numerical diffusion
00:46:12

Lec 23 Modified equation Artificial viscosity Numerical diffusion
Lec 24 Discretization vorticity stream function equations using FDM
00:37:23

Lec 24 Discretization vorticity stream function equations using FDM
Lec 25 Boundary conditions for flow problems
00:54:21

Lec 25 Boundary conditions for flow problems
Lec 26 Solutions of vorticity stream function equations
00:26:52

Lec 26 Solutions of vorticity stream function equations
Lec 27 Solution of Navier Stokes Equation using FDM
00:43:25

Lec 27 Solution of Navier Stokes Equation using FDM
Lec 28 Solution of Navier Stokes Equation using FDM Continued
00:55:51

Lec 28 Solution of Navier Stokes Equation using FDM Continued
Lec 29 Introduction to finite volume method
00:45:14

Lec 29 Introduction to finite volume method
Lec 30 Finite volume discretization of steady diffusion equation
00:29:57

Lec 30 Finite volume discretization of steady diffusion equation
Lec 31 Finite volume discretization of unsteady diffusion equation
00:57:20

Lec 31 Finite volume discretization of unsteady diffusion equation
Lec 32 Finite volume discretization of steady convection diffusion equation
00:35:46

Lec 32 Finite volume discretization of steady convection diffusion equation
Lec 33 Finite volume discretization of unsteady convection diffusion equation
00:39:38

Lec 33 Finite volume discretization of unsteady convection diffusion equation
Lec 34 Convection Schemes
00:52:11

Lec 34 Convection Schemes
Lec 35 Solution of Navier Stokes Equations using FVM
00:39:27

Lec 35 Solution of Navier Stokes Equations using FVM
Lec 36 Solution of Navier Stokes Equations using FVM II
00:40:46

Lec 36 Solution of Navier Stokes Equations using FVM II
Lec 37 Boundary Conditions
00:49:25

Lec 37 Boundary Conditions


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R. Sunitha 

good
2026-08-03

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Good
2026-08-03

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Good
2026-07-30

Yerragunta Sindhu 

Very nice explanation
2026-07-27

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Good
2026-07-22

C Purushotham 

exellent
2026-07-18

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Awesome
2026-07-16

MOHAMMED FARHAN PASHA 

Good course
2026-06-22

Ullas Gowda N K 

......
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Pushkar kerur 

..
2026-06-18

Shubham Tiwari 

It was a great lecture
2026-06-18

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Computational Fluid Dynamics Techniques Course Description

Computational Fluid Dynamics course in hindi, In this course we will learn about the fundamentals and applications of Computational Fluid Dynamics (CFD) techniques.