1972
DOI: 10.1007/bf01032383
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Calculation of transonic free jet flow past a symmetric profile

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“…note that most of the outer boundary is unaffected;indeed, it moves outwards at the speed of sound and cannot be reached by perturbations generated later on, other than fastmoving shocks.In a steady state, at V« 1, (practically incompressible flow)(13) C p = -^ (2 cos2e--p-) with r, 9 polar coordinates with respect to the center of the cylinder and the x-axis. The isobars appear in a form, symmetrical to the Q-rt/2 line, shown inFig.…”
mentioning
confidence: 99%
“…note that most of the outer boundary is unaffected;indeed, it moves outwards at the speed of sound and cannot be reached by perturbations generated later on, other than fastmoving shocks.In a steady state, at V« 1, (practically incompressible flow)(13) C p = -^ (2 cos2e--p-) with r, 9 polar coordinates with respect to the center of the cylinder and the x-axis. The isobars appear in a form, symmetrical to the Q-rt/2 line, shown inFig.…”
mentioning
confidence: 99%