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7 RAYLEIGH FLOW

$\displaystyle {P^{*} \over P_1} = {1 + k{M_1}^{2} \over 1 + k}$ (73)

$\displaystyle {T^{*} \over T_1} = {1 \over M^2} \left( {1 + k{M_1}^{2} \over 1 + k} \right)^{2}$ (74)

$\displaystyle {\rho_1 \over \rho^{*}} = {U^{*} \over U_1} = { {U^{*} \over \sqr...
...U_1 \over \sqrt{kRT_1} } \sqrt{kRT_1} } = {1 \over M_1} \sqrt{ T^{*} \over T_1}$ (75)

$\displaystyle {{T_0}_1 \over {T_0}^{*}} = {T_1 \left( 1 + {k -1 \over 2} {M_1}^...
... k ) {M_1}^{2} \over (1 + kM^{2})^2} \left( 1 + {k -1 \over 2} {M_1} ^2 \right)$ (76)

$\displaystyle {{P_0}_1 \over {P_0}^{*}} = {P_1 \left( 1 + {k -1 \over 2} {M_1}^...
...}\right)} \left( { 1 + k{M_1}^2 \over {(1 + k) \over 2}} \right)^{k \over k -1}$ (77)



Genick Bar-Meir ||| www.potto.org
copyright Dec , 2006

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