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BC contains dependent variable evaluated at boundary
Posted 25 giu 2016, 15:21 GMT-4 Version 5.2 1 Reply
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Hi All,
I am trying to solve a 1-D steady state differential equation. One of the boundary condition (BC) is such that I am trying to evaluate the dependent variable at the boundary.
BC: Flux @ boundary 1 = f(dependent variable) @ boundary 1
I read in another discussion that using projection operators may do the trick.
However I tried using linear extrusion, general extrusion as well as the projection operators. None of these seem to evaluate the BC correctly which includes evaluation of dependent variable at the boundary.
Would appreciate if someone gives me a hint and if I am on the right path to solve the problem.
Thank you
Vishnu
I am trying to solve a 1-D steady state differential equation. One of the boundary condition (BC) is such that I am trying to evaluate the dependent variable at the boundary.
BC: Flux @ boundary 1 = f(dependent variable) @ boundary 1
I read in another discussion that using projection operators may do the trick.
However I tried using linear extrusion, general extrusion as well as the projection operators. None of these seem to evaluate the BC correctly which includes evaluation of dependent variable at the boundary.
Would appreciate if someone gives me a hint and if I am on the right path to solve the problem.
Thank you
Vishnu
1 Reply Last Post 27 giu 2016, 08:54 GMT-4