A THREE-PARAMETER FAMILY OF STABLE DIFFERENCE METHODS FOR ONE-DIMENSIONAL ACOUSTIC VIBRATIONS.
BALLISTIC RESEARCH LABS ABERDEEN PROVING GROUND MD
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A three-parameter family of difference methods for solving the system of partial differential equations of one-dimensional acoustic vibrations is determined. Insistence on stability, combined with a demand to maximize the permissible value of delta tdelta x leads us to rediscover Laxs method for one-dimensional acoustics. Author
- Numerical Mathematics