Comments on the Solution Coupled Stiff Differential Equations.
BALLISTIC RESEARCH LABS ABERDEEN PROVING GROUND MD
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The K-method of integrating sets of ordinary differential equations is outlined. This algorithm employs a variable step size, third order predictor-corrector method. It is written to reduce truncation error and to maximize stability consistent with reasonable execution time. The K-method has been used to integrate equations with discontinuous driving functions and this algorithm conserves chemical balance within the machine round-off error. It has been applied to solve kinetics problems in aeronomy and examples are taken from that field. Author
- Theoretical Mathematics