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October 20, 2017, 18:56 |
Elliptic Grid Generator
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New Member
kevin
Join Date: Oct 2017
Posts: 2
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Hello Everyone,
I am trying to write my own c-mesh elliptic grid generator over an airfoil in matlab using the conventional equations of A d^2 x / d xi^2 - 2 B d^2 x / d xi d eta + C d^2 x / d eta^2 = 0 A d^2 y / d xi^2 - 2 B d^2 y / d xi d eta + C d^2 y / d eta^2 = 0 with A = (d x / d xi)^2 + (d y / d xi)^2 B = (d x / d xi)(d x / d eta) + (d y / d xi)(d y / d eta) C = (d x / d eta)^2 + (d y / d eta)^2 I have not done this before, and don't have experience in mesh generation. I have looked online (google is my friend) for the basic concepts and procedures on how to create this mesh. I have started my own code which runs, however I result in "circumferential" grid lines around the airfoil extending to the far-field boundaries, however I do not get any "radial" lines which would make it an actual mesh. so far I have: discretized the equations using 2nd order finite difference for all derivatives created the airfoil and the boundaries for the c-mesh initialized the solution using transfinite interpolation solved the equations using a 2 v-cycle mutli-grid method My goal in this thread is to try to find out where I am going wrong in my code, or identifying what concept I am not fully understanding with grid generation, or identify what I am missing in my code. I would really appreciate your help with this thank you. Last edited by kov; October 21, 2017 at 16:50. |
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