Numerical solution of heat conduction
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| + | The results of numerical solutions are given at discrete points. The numerical solution involves three steps: (1) discretization of the computational domain, (2) discretization of the governing equations, and (3) solution of the algebraic equations. | ||
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*[[Discretization]] of computational domain and governing equations | *[[Discretization]] of computational domain and governing equations | ||
*[[Numerical Solution of 1-D Steady Conduction|1-D Steady Conduction]] | *[[Numerical Solution of 1-D Steady Conduction|1-D Steady Conduction]] | ||
*[[Numerical Solution of 1-D Unsteady Conduction|1-D Unsteady Conduction]] | *[[Numerical Solution of 1-D Unsteady Conduction|1-D Unsteady Conduction]] | ||
| - | *[[Numerical solution of multi-dimensional unsteady-state conduction| | + | *[[Numerical solution of multi-dimensional unsteady-state conduction|Multi-dimensional unsteady-state conduction]] |
*[[Solution of algebraic equations]] | *[[Solution of algebraic equations]] | ||
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| + | ==References== | ||
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| + | Faghri, A., Zhang, Y., and Howell, J. R., 2010, ''Advanced Heat and Mass Transfer'', Global Digital Press, Columbia, MO. | ||
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| + | ==Further Reading== | ||
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| + | ==External Links== | ||
Current revision as of 13:45, 5 August 2010
The results of numerical solutions are given at discrete points. The numerical solution involves three steps: (1) discretization of the computational domain, (2) discretization of the governing equations, and (3) solution of the algebraic equations.
- Discretization of computational domain and governing equations
- 1-D Steady Conduction
- 1-D Unsteady Conduction
- Multi-dimensional unsteady-state conduction
- Solution of algebraic equations
References
Faghri, A., Zhang, Y., and Howell, J. R., 2010, Advanced Heat and Mass Transfer, Global Digital Press, Columbia, MO.