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1.
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Computational Fluid Dynamics: Motivation for CFD and Introduction to the CFD approach / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Motivation for CFD and Introduction to the CFD approach
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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2.
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Computational Fluid Dynamics: Illustration of the CFD approach through a worked out example / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Illustration of the CFD approach through a worked out example
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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3.
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Computational Fluid Dynamics: Eulerian approach, Conservation Equation, Derivation of Mass Conservation Equation and Statement of the momentum conservation equation / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Eulerian approach, Conservation Equation, Derivation of Mass Conservation Equation and Statement of the momentum conservation equation
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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4.
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Computational Fluid Dynamics: Forces acting on a control volume; Stress tensor; Derivation of the momentum conservation equation ; Closure problem; Deformation of a fluid element in fluid flow / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Forces acting on a control volume; Stress tensor; Derivation of the momentum conservation equation ; Closure problem; Deformation of a fluid element in fluid flow
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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5.
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Computational Fluid Dynamics: Kinematics of deformation in fluid flow; Stress vs strain rate relation; Derivation of the Navier-Stokes equations / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Kinematics of deformation in fluid flow; Stress vs strain rate relation; Derivation of the Navier-Stokes equations
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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6.
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Computational Fluid Dynamics: Equations governing flow of incompressible flow; Initial and boundary conditions; Wellposedness of a fluid flow problem / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Equations governing flow of incompressible flow; Initial and boundary conditions; Wellposedness of a fluid flow problem
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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7.
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Computational Fluid Dynamics: Equations for some simple cases; Generic scalar transport equation form of the governing equations; Outline of the approach to the solution of the N -S equations. / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Equations for some simple cases; Generic scalar transport equation form of the governing equations; Outline of the approach to the solution of the N -S equations.
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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8.
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Computational Fluid Dynamics: cut out the first 30s; Spatial discretization of a simple flow domain; Taylor�s series expansion and the basis of finite difference approximation of a derivative; Central and one-sided difference approximations; Order of accuracy of finite difference ap / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . cut out the first 30s; Spatial discretization of a simple flow domain; Taylor�s series expansion and the basis of finite difference approximation of a derivative; Central and one-sided difference approximations; Order of accuracy of finite difference ap
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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9.
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Computational Fluid Dynamics: Finite difference approximation of pth order of accuracy for qth order derivative; cross -derivatives; Examples of high order accurate formulae for several derivatives / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Finite difference approximation of pth order of accuracy for qth order derivative; cross -derivatives; Examples of high order accurate formulae for several derivatives
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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10.
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Computational Fluid Dynamics: One -sided high order accurate approximations; Explicit and implicit formulations for the time derivatives / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . One -sided high order accurate approximations; Explicit and implicit formulations for the time derivatives
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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11.
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Computational Fluid Dynamics: Numerical solution of the unsteady advection equation using different finite difference approximations / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Numerical solution of the unsteady advection equation using different finite difference approximations
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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12.
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Computational Fluid Dynamics: Need for analysis of a discretization scheme; Concepts of consistency, stability and convergence and the equivalence theorem of Lax ; Analysis for consistency / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Need for analysis of a discretization scheme; Concepts of consistency, stability and convergence and the equivalence theorem of Lax ; Analysis for consistency
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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13.
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Computational Fluid Dynamics: Statement of the stability problem; von Neumann stability analysis of the first order wave equation / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Statement of the stability problem; von Neumann stability analysis of the first order wave equation
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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14.
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Computational Fluid Dynamics: Consistency and stability analysis of the unsteady diffusion equation; Analysis for two- and three -dimensional cases; Stability of implicit schemes / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Consistency and stability analysis of the unsteady diffusion equation; Analysis for two- and three -dimensional cases; Stability of implicit schemes
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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15.
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Computational Fluid Dynamics: Interpretation of the stability condition; Stability analysis of the generic scalar equation and the concept of upwinding ; Diffusive and dissipative errors in numerical solution; Introduction to the concept of TVD schemes / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Interpretation of the stability condition; Stability analysis of the generic scalar equation and the concept of upwinding ; Diffusive and dissipative errors in numerical solution; Introduction to the concept of TVD schemes
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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16.
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Computational Fluid Dynamics: Template for the generic scalar transport equation and its extension to the solution of Navier-Stokes equa tions for a compressible flow. / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Template for the generic scalar transport equation and its extension to the solution of Navier-Stokes equa tions for a compressible flow.
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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17.
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Computational Fluid Dynamics: Illustration of application of the template using the MacCormack scheme for a three-dimensional compressible flow / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Illustration of application of the template using the MacCormack scheme for a three-dimensional compressible flow
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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18.
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Computational Fluid Dynamics: Stability limits of MacCormack scheme; Limitations in extending compressible flow schemes to incompre ssible flows ; Difficulty of evaluation of pressure in incompressible flows and listing of various approaches / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Stability limits of MacCormack scheme; Limitations in extending compressible flow schemes to incompre ssible flows ; Difficulty of evaluation of pressure in incompressible flows and listing of various approaches
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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19.
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Computational Fluid Dynamics: Artificial compressibility method and the streamfunction-vorticity method for the solution of NS equations and their limitations / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Artificial compressibility method and the streamfunction-vorticity method for the solution of NS equations and their limitations
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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20.
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Computational Fluid Dynamics: Pressur e equation method for the solution of NS equations / Sreenivas Jayanti by Series: NPTEL Lecture Series | . Chemical Engineering | . Pressur e equation method for the solution of NS equations
Material type: Text Text; Format: print ; Literary form: Not fiction
Publication details: Madras ; Indian Insitiute of Technology
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