loader
Cart
  • 0
  • 0
Go to Checkout - 0
    CART IS EMPTY
Item removed. Undo

  Cart

Computational Fluid Dynamics of Mech IV yr-II Sem (Elective-IV)

Computational Fluid Mechanics for Mechanical Engineers

COURSE
Enrolled : 0
lectures : 43
0

What will I learn from this course?

  • Appriciate and understand Computational Fluid Dynamics

Requirements

  • Fluid Mechanics ,Heat Transfer, Transport Phenomena, Elementary Numerical Analysis, ODE PDE

Who is the target audience?

  • Any Stream of B.Tech and B.E Students

Description

(1)Insight into the philosophy and power of CFD; (2) an understanding of the nature of the fluid dynamics equations; (3) a familiarity with finite volume method (FVM), the core of most in-house CFD codes and commercial CFD packages, which includes e.g., different levels of discretization, different spatial and temporal discretization schemes, assessment of the schemes, pressure-velocity coupling algorithms, under-relaxation, boundary conditions, solvers, and so on; (4) practices and demos on solving relatively simple problems by programming;

Course Curriculum

  • Lec 1: Introduction to Computational Fluid Dynamics and Principles of Conservation 58m 20s Preview
  • Lec 2: Conservation of Mass and Momentum: Continuity and Navier Stokes Equation 59m 4s Preview
  • Lec 3: Equation Navier Stokes Equation 56m 41s Preview
  • Lec 4: Enerfy Equation and General Structure of Conservation Equations 58m 36s Preview
  • Lec 5: Classification of Partial Differential Equations and Physical Behaviour 57m 1s Preview
  • Lec 6: Contd of Classification of Partial Differential Equations and Physical Behaviour 58m 36s Preview
  • Lec 7: Approximate Solutions of Differential Equations: Error Minimization Principles 58m 45s Preview
  • Lec 8: Variational Principles and Weighted Residual Approach 59m 22s Preview
  • Lec 9: Weighted Residual Appoach and Introduction to Discretization 58m 54s Preview
  • Lec 10: Fundemental of Discretization: Finite Element Method 56m 59s Preview
  • Lec 11: Fundemental of Discretization: Finite Difference and Finite Volume Method 57m 57s Preview
  • Lec 12: Contd to Fundemental of Discretization 58m 27s Preview
  • Lec 13: 1-D Steady State Diffusion 56m 4s Preview
  • Lec 14: Discretization of Unsteady State Problems 58m 30s Preview
  • Lec 15: Finite Volume Method ;Discretization of Unsteady State Problems 55m 53s Preview
  • Lec 16: Important Consequences of Discretization 54m 7s Preview
  • Lec 17: Contd to Important Consequences of Discretization 1h 30m 00s Preview
  • Lec18: Discretization of Hyperbolic Equations: Stability Analysis 56m 35s Preview
  • Lec 19: Stability of Second Order Hyperbolic Equations 57m 23s Preview
  • Lec 20: Finite Volume Discretization of 2-D 58m 25s Preview
  • Lec 21: Solutions of Systems of Linear Algebraic Equations 58m 40s Preview
  • Lec 22: Elimination Methods 57m 57s Preview
  • Lec 23: Contd to Elimination Methods 59m 12s Preview
  • Lec 24: Elimination Methods: Error ananlysis 58m 58s Preview
  • Lec 25: Iterative Methods for Numerical Solution 58m s Preview
  • Lec 26: Contd to Iterative Methods for Numerical Solution 55m 35s Preview
  • Lec 27: Iterative Methods; Further Examples 58m 48s Preview
  • Lec 28: Introduction to Gardient Search Methods 57m 52s Preview
  • Lec 29: Contd to Gardient Search Methods 57m 51s Preview
  • Lec 30: A Finite Volume approach 57m 58s Preview
  • Lec 31: Contd to A Finite Volume approach 58m 27s Preview
  • Lec 32: Contd to A Finite Volume approach 58m 51s Preview
  • Lec 33: Contd to A Finite Volume Approach 58m 44s Preview
  • Lec 34: Contd to A Finite Volume Approch 57m 55s Preview
  • Lec 35: Discretization of Navier Stoke Eqution 59m 34s Preview
  • Lec 36: Contd to Discretization of Navier Stoke Eqution 1h 27m 00s Preview
  • Lec 37: Contd to Discretization of Navier Stoke Eqution 57m 59s Preview
  • Lec 38: Contd to Above Lec 38 Eqtn and Unstructed Grid Formation 59m 2s Preview
  • Lec 39: Contd to Unstructed Grid Formation 58m 33s Preview
  • Lec 40: Whats the Implementing in CFD Code 56m 31s Preview
  • Lec 41: Introduction to Turbulence Modeling 58m 31s Preview
  • Lec 42: Contd Introduction to Turbulence Modeling 58m 47s Preview
  • Lec 43: End Semister Questions Review 58m 11s Preview

About Tutor

S. chakraborty (iit khanpur)
Course: 0
Students: 0

Dr. Saikat Chakrabarti as Senior Member, IEEE; Member, CIGRE
Associate Professor, Department of Electrical Engineering
Indian Institute of Technology Kanpur.

Professional and research experience

• Associate Professor, Department of Electrical Engineering, Indian Institute of Technology,
Kanpur, India. June 2014 to Present.
• Assistant Professor, Department of Electrical Engineering, Indian Institute of Technology,
Kanpur, India. December 2009 to June 2014.
• Lecturer, Department of Electrical Engineering, Faculty of Built Environment and Engineering,
Queensland University of Technology, Brisbane, Australia. February 2009 to
November 2009.
• Research Associate, Department of Electrical Engineering, Faculty of Built Environment
and Engineering, Queensland University of Technology, Brisbane, Australia. August 2008
to January 2009.

Recommend along with this

    Review's & Ratings

    5 Stars 0
    4 Stars 0
    3 Stars 0
    2 Stars 0
    1 Stars 0
    0 Overall Rating

      23 Questions
        • A
          Anant Gaggar

          Fusce volutpat scelerisque lectus sed semper sollicitudin varius inceptos elit libero, molestie tincidunt velit praesent inceptos. ultrices praesent nisl risus.

          Reply
          • Al
            Vincenzo Petito

            Torquent nullam molestie ultrices primis hac fames risus sed id purus, turpis sit semper imperdiet libero praesent purus vitae torquent, ut sociosqu sodales id sodales faucibus eros litora vivamus posuere mauris. amet cursus risus donec habitant malesuada.

            Reply
            • AL
              Vincenzo Petito

              Sed semper sollicitudin varius inceptos elit libero, molestie tincidunt.

        • A
          Anant Gaggar

          Fusce volutpat scelerisque lectus sed semper sollicitudin varius inceptos elit libero, molestie tincidunt velit praesent inceptos. ultrices praesent nisl risus.

          Reply
      Ask a Question