Two-Dimensional Mesh Adjustment Algorithm.
Annual technical rept. 1 Jun 78-31 May 79,
SRI INTERNATIONAL MENLO PARK CA
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This second year of research effort has produced a mesh adjustment algorithm for the solution of one-dimensional boundary-value problems based on an arbitrarily given monitor function. A second, more complex algorithm simultaneously finds the solution and the optimal monitor to minimize the truncation error. The results provide an immediately applicable technique for the solution of stiff differential systems such as arise in reactive duct flow problems as well as a firm basis for the extension to the higher dimensional problems of viscous duct flow or external lifting flows. Author
- Numerical Mathematics