Introduction to Finite Volume Methods I

Introduction to Finite Volume Methods I

@VTU COE

0.0
(0) 0 Students
Download Brochure

What you will learn

  • None

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 fluid flow, heat transfer, and other related physical phenomena, are transformed over differential volumes into discrete algebraic equations over finite 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.

play
Discretization Process-I
Preview 26:29
play
Discretization Process-II
Preview 32:00
play
Discretization Process-III
Preview 30:01
play
Taylor Series-I
Preview 31:11
play
Taylor Series-II
Preview 30:26

play
Derivatives and Errors-I
Preview 30:40
play
Derivatives and errors-II
Preview 30:48
play
Grid Transformation
Preview 35:09
play
Finite Volume Formulation-I
Preview 26:37
play
Finite Volume Formulation-II
Preview 32:29

play
Properties of discretized equations
Preview 28:22
play
Introduction to Finite Volume Mesh
Preview 32:01
play
Structured Mesh System
Preview 29:26
play
Unstructured Mesh System-I
Preview 18:15
play
Unstructured Mesh System-II
Preview 43:09

play
Properties of Unstructured Mesh-I
Preview 33:52
play
Properties of Unstructured Mesh-II
Preview 27:33
play
Finite Volume discretization of Diffusion Equation-I
Preview 33:35
play
Finite Volume discretization of Diffusion equation-II
Preview 27:22
play
Finite Volume discretization of Diffusion equation-III
Preview 30:11

play
Discretization of Diffusion Equation for Cartesian orthogonal systems-I
Preview 30:59
play
Discretization of Diffusion Equation for Cartesian orthogonal systems-II
Preview 35:13
play
Calculation of Diffusivity
Preview 26:07
play
Discretization of Diffusion Equation for non-Cartesian orthogonal systems-I
Preview 33:09
play
Discretization of Diffusion Equation for non-orthogonal systems-I
Preview 28:32

play
Discretization of Diffusion Equation for non-orthogonal systems-II
Preview 30:11
play
Discretization of Diffusion Equation for non-orthogonal systems-III
Preview 31:16
play
Gradient Calculation for Diffusion Equation-I
Preview 29:42
play
Gradient Calculation for Diffusion Equation-II
Preview 31:05
play
Gradient Calculation for Diffusion Equation-III
Preview 27:48

play
Properties of matrices-I
Preview 34:11
play
Properties of matrices-II
Preview 31:21
play
Error Analysis-I
Preview 30:22
play
Error Analysis-II
Preview 31:11
play
Error Analysis-III
Preview 31:00
img
No Discussion Found

0.0

0 Reviews

5
0
4
0
3
0
2
0
1
0
Meet Your Instructor
@VTU COE
img

Instructor
3.2 Rating
5446 Students
800 Courses
About Instructor

VTU is one of the largest Technological Universities in India with 24 years of Tradition of excellence in Engineering & Technical Education, Research and Innovations. It came into existence in the year 1998 to cater the needs of Indian industries for trained technical manpower with practical experience and sound theoretical knowledge.

video

Free

  • Course Duration
    20 h 30 m 10 s
  • Course Level
    Intermediate
  • Student Enrolled
    0
  • Language
    English
This Course Includes
  • 20 h 30 m 10 s Video Lectures
  • 0 Quizzes
  • 0 Assignments
  • 0 Downloadable Resources
  • Full Lifetime Access
  • Certificate of Completion