| Author | Message | |||
     shohel mahmud (smahmud) Member Username: smahmud Post Number: 4 Registered: 09-2003 |
Hi there I need some help/information about the handling of initial data. Suppose I solved a 2-D steady-state problem in Flexpde to get field data of velocity (u,v), temperature (Temp). For example, I can use the buoyant.pde (Samples-steady_state-fluid-bouyant.pde) in the Flexpde’s sample files. Now, I want to solve the following equation: “dxx(H)+dyy(H)=source” for the same geometry, where H is a variable and source is a function of already obtained steady-state data of u, v, and T. How can I set this problem, where source is related to some given data? For one boundary, the boundary condition is an integral function similar to the following equation: “Integral(C1*normal(grad(Temp)))” along the line ‘ac’ as shown in the attached figure. Other boundary conditions are either “value( )” or “natural( )” boundary condition.
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| shohel mahmud (shohel_mah) New member Username: shohel_mah Post Number: 1 Registered: 07-2003 |
Hi there I need some help/information about the handling of initial data. Suppose I solved a 2-D steady-state problem in Flexpde to get field data of velocity (u,v), temperature (Temp). For example, I can use the buoyant.pde (Samples-steady_state-fluid-bouyant.pde) in the Flexpde’s sample files. Now, I want to solve the following equation: “dxx(H)+dyy(H)=source” for the same geometry, where H is a variable and source is a function of already obtained steady-state data of u, v, and T. How can I set this problem, where source is related to some given data? For one boundary, the boundary condition is an integral function similar to the following equation: “Integral(C1*normal(grad(Temp)))” along the line ‘ac’ as shown in the attached figure. Other boundary conditions are either “value( )” or “natural( )” boundary condition. Shohel |
pdf file showing geometry