A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems - Info and Reading Options
By Sanjeev Sathe
"A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems" was published by Naval Postgraduate School in 1991 - Monterey, Calif, it has 54 pages and the language of the book is English.
“A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems” Metadata:
- Title: ➤ A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems
- Author: Sanjeev Sathe
- Language: English
- Number of Pages: 54
- Publisher: Naval Postgraduate School
- Publish Date: 1991
- Publish Location: Monterey, Calif
“A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems” Subjects and Themes:
- Subjects: Fluid flow - Heat transfer - Computation - Computer programs
Edition Specifications:
- Pagination: 54 p. :
Edition Identifiers:
- The Open Library ID: OL25509202M - OL16887768W
AI-generated Review of “A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems”:
"A general-purpose finite-difference code for solving steady-state three-dimensional fluid-flow and heat transfer problems" Description:
The Open Library:
A general purpose FORTRAN code is described for the computations of three dimensional steady heat transfer and fluid flow in rectangular geometries. The code is designed to handle combined conduction convection problems within domains comprising of both solid and fluid regions. This is accomplished through the use of the harmonic mean formulation for evaluating interface diffusivities. A control volume formulation is used to discretize the governing equations for the dependent variables in the primitive form. The velocity-pressure coupling is handled by the SIMPLER algorithm. THe iterative solution scheme employs the tri- diagonal matrix algorithm of Thomas. A sample example of three-dimensional natural convection in a rectangular enclosure is used to validate the code against existing numerical solutions.
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