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Old   February 23, 2016, 09:07
Default closed pipe decompression
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Ardalan
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Consider a pipe filled with compressed air (1.5 atm). Both ends of the pipe are closed. At the time=0 right end is opened and is exposed to atmospheric pressure. consider the flow to be one dimensional and the governing equations to be Euler equations.
1- What are the appropriate boundary conditions at both ends (opened and closed)?
2- Is there a reference solution for this problem in the literature?
3- is it possible that the pressure inside the pipe falls below the atmosphere?
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Old   February 23, 2016, 09:25
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Filippo Maria Denaro
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I think you can get many details from the classical Riemann problem in a textbook of gasdynamic. Your problem will generate three characteristic waves
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Old   February 23, 2016, 09:46
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Existing Riemann solutions in the gasdynamics textbooks are only about shock tube problems with both ends closed. A diaphragm somewhere inside the pipe ruptures and the flow begins. I can simulate this flow perfectly. But I get in trouble with the one end opened pipes (as mentioned above)

Last edited by Ardalan; February 23, 2016 at 12:23.
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Old   February 23, 2016, 11:03
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Quote:
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Existing Riemann solutions in the gasdynamics textbooks are only abou

?????
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Old   February 23, 2016, 12:31
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Quote:
Originally Posted by FMDenaro View Post
?????
Sorry, I didn't noticed that my comment has been sent incompletely. I corrected it.
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Old   February 23, 2016, 12:53
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Quote:
Originally Posted by Ardalan View Post
Existing Riemann solutions in the gasdynamics textbooks are only about shock tube problems with both ends closed. A diaphragm somewhere inside the pipe ruptures and the flow begins. I can simulate this flow perfectly. But I get in trouble with the one end opened pipes (as mentioned above)

Actually, the classical solution in a shock tube is for an infinite lenght of the tube, not for a closed one ...
As you want a 1D approximation the exit from the pipe in the ambient that would generate oblique waves is not considered and I think you can afford the model as a unique 1D model with 2 Riemann problems. Of course, after waves touch each other in the pipe you must consider reflection.
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Old   February 23, 2016, 17:28
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Thanks for your response.
But I didn't get any answer to my questions:
1- What are the appropriate boundary conditions at both ends (opened and closed)?
2- Is there a reference solution for this problem in the literature?
3- is it possible that the pressure inside the pipe falls below the atmosphere?
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Old   February 28, 2016, 03:04
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Any help is greatly appreciated

Last edited by Ardalan; February 29, 2016 at 12:56.
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