線形減速半無限平板上の非定常境界層に関する理論解析的研究 : 続報

概要

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The fundamental problem of the decelerating laminar boundary layer defined in the above title has been analyzed theoretically continued from the preceding paper. The difficult problem of numerical instability, which arose inevitably in the preceding numerical work, has been overcome perfectly by a rational nondimensionalizing scaling technique based on the original "semi-quantitative viscous diffusion theory" which has been developed in the preceding paper. And thus the interesting flow behaviors of the decelerating boundary layer over the whole time region from far past to the deceleration terminal at which the plate stopps, and further up to far future where the plate is continuously at rest, have been analyzed numerically and are clarified satisfactorily without any numerical instability or other like obstructions.
1995-03-25