|
[Sponsors] |
June 28, 2010, 12:40 |
Fully Expanded Jet Mach Number.
|
#1 |
New Member
oe
Join Date: Apr 2009
Posts: 4
Rep Power: 17 |
Hi everyone,
I am running an Euler simulation for an underexpanded jet. The design Mach number is Md = 2.2, and this jet operates at a pressure ratio (p at jet exit to ambient p) = 1.2. The fully expanded jet Mach number is Mj = sqrt ((2/gamma-1)((P0/Pe)^((gamma-1)/gamma) -1)), where P0 is the Chamber Pressure, gamma=1.4, Pe =14.7 psi (freestream). Mj = 2.3166 for PR=1.2 by the above formula, but in the simulations the flow Mach number goes up to 3.2 in the first shock. Could anyone please give some insight. Why the Mach number in the simulation is same as the Mj value by the formula. Thank you. |
|
|
|
Similar Threads | ||||
Thread | Thread Starter | Forum | Replies | Last Post |
The Far-field Pressure Boundary & Low Mach Number | Saif-Deen Akanni | FLUENT | 1 | March 5, 2007 06:05 |
How to find Mach Number | Tobias | FLUENT | 2 | October 18, 2005 10:59 |
Mach number and flow compressibility | Guosheng Kang | Main CFD Forum | 5 | October 26, 1999 16:56 |
TVD scheme at low Mach number | Axel Rohde | Main CFD Forum | 5 | August 6, 1999 03:01 |
how calculate the density in low mach number? | Juhee Lee | Main CFD Forum | 1 | July 31, 1999 16:26 |