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Discussion: "Analysis of Normal Shock Waves in Particle Laden Gas" (Kriebel, A. R., 1964, ASME J. Basic Eng., 86, pp. 655–664)
1964
Journal of Basic Engineering
such that 1 -P,~7(F, -1) 1 -P ~ y(Vp -1) From Fig. 7 (a) for Case 7 it can be seen that for somewhat stronger shock waves = Vt -Vp is more appreciable. In this case a better approximation for the pressure waveform is given by where F, is obtained from equations (18) and (20) . Pressure waveforms estimated from equations (26) and (27) are in close agreement with those computed by machine as shown in Figs. 7(6) and 9. The maximum Reynolds numbers attained for Cases 7 and 13 are smaller than unity
doi:10.1115/1.3655915
fatcat:mjo6fgmwtbf2bne6izdwkrr6fq