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December 17, 2007, 10:24 |
outlet static pressure of a duct flow
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#1 |
Guest
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Dear all,
Shld the outlet static pressure for a duct flow be zero? |
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December 17, 2007, 10:27 |
Re: outlet static pressure of a duct flow
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#2 |
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Only if you are flowing into a vacuum, or you have chosen a non-dimensionalization that results in zero non-dimensional pressure at that value of exit pressure.
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December 17, 2007, 14:11 |
Re: outlet static pressure of a duct flow
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#3 |
Guest
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Hi,
I have a similar question about the pressure BC. For an incompressible flow, can I arbitrarily set a static pressure value for the pressure outlet? Does the value I set affect the modelling result? Regards, Barry |
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December 18, 2007, 04:38 |
Re: outlet static pressure of a duct flow
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#4 |
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What is ur inlet condition? If it is vel. inlet then value of static pr. for incomp. flow will not have any effect on the flow(except for pr. values)
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December 18, 2007, 06:07 |
Re: outlet static pressure of a duct flow
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#5 |
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or you have chosen a non-dimensionalization that results in zero non-dimensional pressure at that value of exit pressure.
You mean taking the taking the absolute pressure as 0? as in just measuring the gauge pressure? or am i understanding this wrong |
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December 18, 2007, 09:59 |
Re: outlet static pressure of a duct flow
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#6 |
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If you are computing gage pressure then zero may be a valid value. Then your nondimensionalization would look something like
p_non = (p - p_baseline)/p_ref where p_ref is the pressure used to non-dimensionalize the pressure variables and p_baseline is whatever baseline pressure you are computing gage pressure relative to. But absolute static pressure should not be zero, unless as noted above you are expanding into a perfect vacuum. |
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December 19, 2007, 01:32 |
Re: outlet static pressure of a duct flow
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#7 |
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Could you please explain why the value of static pr. for incomp. flow will not have any effect on the flow if using velocity inlet BC?
Thanks, Barry |
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December 19, 2007, 07:28 |
Re: outlet static pressure of a duct flow
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#8 |
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Is simple... for incomp. flows pr. enters the equation as only delta P ... so whatever be the absolute value the diffenence will remain the same and flow velocity will decide the pressure gradient... plz go through the analytical soultion of a pipe flow for a laminar case.
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