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June 18, 2003, 04:22 |
laminar shock
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#1 |
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Hi all,
I have a low density gas (1 mbar), in which a shock is present. Based on the Reynolds number (100), the flow is laminar. My question is if it is physically correct to assume that the flow around a shock is laminar. Isn't it always turbulent...... Kind Regards, Pascale. |
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June 18, 2003, 06:00 |
Re: laminar shock
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#2 |
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At such a low Reynolds number do you actually have a shock?
Strictly speaking a shock can only form in a inviscid fluid (where it is termed a weak solution). At high Reynolds number the discontinuity is smoothed out through a viscous transition layer which results a smooth (or strong) solution. As the Reynolds number decreases the thickness of the transition layer grows and eventually becomes a meaningless concept. This is similar to the concept of a boundary layer - it's impossible to talk about boundary layers at low Reynolds numbers. At a Reynolds number of 100 the flow will be laminar, Tom. |
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June 18, 2003, 10:15 |
Re: laminar shock
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#3 |
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Hi Tom,
The software I use, calculates a speed of sound based as a function of the molecular mass (100-300 kg/kmol). Then, when velocity becomes larger than this speed of sound, Mach exceeds 1,2,3 or whatsoever, and will fall down at a certain position. All simulations I have seen so far are not really influenced by the density. Pascale |
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June 19, 2003, 00:52 |
Re: laminar shock
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#4 |
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Hi Pascale,
I have run inviscid and laminar simulations of shock diffraction over objects such as cylinders and half diamonds at ambient pressures of 10Pa. I have found the results to match to shock tunnel experiments extremley well using a laminar assumption. |
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June 19, 2003, 16:55 |
Re: laminar shock
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#5 |
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Hi Michael,
Thank you for responding. Do you have any references in open literature, or can you recommend open literature in general regarding this subject? Pascale |
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June 19, 2003, 20:51 |
Re: laminar shock
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#6 |
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Hi Pascale,
I have not yet published any papers as I am concentrating on completing my thesis. However, if you want to see papers on shock diffraction try this journal: "Shock Waves" - springer verlag Also, I think there are some simulations on this web page which might be of interest to you: http://www.mech.uq.edu.au/staff/jacobs/cfcfd/index.html |
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