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BOUNDARY CONDITION THAT CHANGES WITH TIME
Hi
I really appreciate if someone could help me out. How can I set BC's that aren't constant in time, like an inlet that work for 15 seconds in a 3 minutes transient simulation. How can I do that using fluid sub-domains as energy sources that also vary on time. Thanks. |

Re: BOUNDARY CONDITION THAT CHANGES WITH TIME
It's the same approach for the both problems.
Create an expression in CEL and combine it with the step function. Suppose that you have a B.C. that follows the equation: Vel = A * t Where A is a constant and t is time according to CFX-5 VARIABLES file (located on ~CFXROOT/etc). If you set this you'll get a linear variation until the solver ends. But if you want to get it just for the first 15 seconds, use the STEP function. Example: step(any negative dimensionless number) returns 0. step(0 dimensionless) returns 0.5 step(any positive dimensionless number) returns 1. In your case(assuming 15 seconds): Vel = step( (15 [s] - t)/ 1[s] ) * A * t Note that is divided by 1[s] to keep the argument dimensionless. Supposing that your time step is 1s, in the 15th iteration you'll get 0.5*A*t, 16th A*t, 17th A*t, and so on. If you want to get rid of 0.5*A*t, just do this: Vel = step( (15.0001 [s] - t)/ 1[s] ) * A * t This way you'll never get 0.0 and you'll really get a stepwise behavior on the activation of your function. Hope this helps, cfd guy |

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