New interpolation method used with existing Runge-Kutta algorithms. Algorithm evaluates solution at intermediate point within integration step. Only few additional computations required to produce intermediate solution data. Runge-Kutta method provides accurate solution with larger time steps than allowable in other methods.
Obtaining Runge-Kutta Solutions Between Time Steps
NASA Tech Briefs ; 8 , 1
1984-04-01
Miscellaneous
No indication
English
Approximate Solutions of Runge- Kutta Equations
NTIS | 1967
|Approximate solutions of Runge-Kutta equations
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|AIAA | 1997
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NTIS | 1966
|Multi-Step Runge- Kutta Methods
NTIS | 1968
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