Replies: 3 comments 5 replies
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You don't need CFD to model the rate of release. There are simple algebraic models for compressible orifice flow. This will give you the mass loss rate of propane from the tank (it will be function of time). From there you can use FDS (with reasonable resolution) to model the concentrations. Let me know if you can't find the orifice flow equations, I can dig them up. |
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You would have to specify the leak rate. This is not something FDS is going to predict for you. |
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Thank both of you for your analysis and observations. Your knowledge confirms what I already suspected and points me in the right direction of solving the problem. Are you ware of any modeling program that can more effectively deal with the issue. |
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Can FDS model a propane leak from an LPG cylinder that has been overfilled and is being bled into the atmosphere intentionally in the interior of a building? I am trying to determine the gas concentration near the cylinder inside the space (i.e. compartment) that it is released.
The internal pressure of the cylinder is 100-200 PSI (depending on the temperature). The intent of bleeding the LPG from the bleed valve is to bring the cylinder down to 80 percent by volume because the cylinder was overfilled to begin with.
Are the physics within FDS (subsonic) limitation and is there a validation study that verifies that FDS can account for the internal pressure of a gas cylinder and the external pressure of the atmosphere that is substantially less? That's 2 questions.
How do you account for the differences in pressure in FDS (or can you) given the fact that LPG is being released in a vapor from the bleed valve (whose momentum and direction are questionable) and which quickly becomes a gas that occupies approximately 270 times the volume that it did inside the cylinder?
My information is that the hydrodynamic model within FDS does not consider or cover " incompressibility."
Joe
P.S. The bleed valve of an LPG cylinder has more of a horizontal than vertical momentum. How would FDS account to its direction and speed which will affect its migration and concentration?
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