non-dimensional energy equation
Hi all,
I am looking to use non-dimensional form of energy equation and specify non-dimensional parameters like Prandtl number and Peclet numbers for my problem.
Is there any way, that I can specify these numbers in Hyperworks CFD, SimLab or any Altair Products and solve the non-dimensional version of the governing equations?
From my previous post, I understood about the scaling of the geometry of the model and use Reynold's number for the NS equation.
https://community.altair.com/community?id=community_question&sys_id=c537a5c897a8a554e3b0361e6253afb2
Thanks and regards,
Best Answer
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We're solving the equations on a mesh, with material properties and boundary conditions. You'll need to use the model size, properties, and boundary conditions to achieve the dimensionless parameters you desire.
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Altair EmployeeAnswers
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We're solving the equations on a mesh, with material properties and boundary conditions. You'll need to use the model size, properties, and boundary conditions to achieve the dimensionless parameters you desire.
0