SUPERSONIC STEADY AND UNSTEADY FLOWS OVER SLENDER AXISYMMETRIC BODIES WITH CONTINUOUS OR DISCONTINUOUS SURFACE SLOPES. PART II.
MASSACHUSETTS INST OF TECH CAMBRIDGE DEPT OF AERONAUTICS AND ASTRONAUTICS
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The paper contains the second part of an investigation aimed at finding methods for calculating steady and unsteady inviscid flows past slender three-dimensional bodies of general shape, with continuous or discontinuous slope but with continuous cross-sectional area. The report deals with nonlinear flow problems past cones, smooth bodies of arbitrary axisymmetric shape and bodies with discontinuities in slope. The modified method of parametric differentiation is used to solve these problems. Results of numerical calculations are given and compared against results of experiments and results of the method of characteristics. Author
- Fluid Mechanics