Code covered by the BSD License
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computeMForcesfromV(nodes, ed...
Function to compute forces from electrostatic analysis output from PDE
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connectivity(p,t)
CONNECTIVITY: Assemble connectivity data for a triangular mesh.
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copyright
Mesh2d is a MATLAB toolbox designed to automatically generate quality 2D
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facedemo(n)
FACETEST: Example polygonal geometries for MESHFACES.
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findedge(p,node,edge,TOL)
FINDEDGE: Locate points on edges.
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inpoly(p,node,edge,TOL)
INPOLY: Point-in-polygon testing.
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load_results(resultDir, seria...
Function to load the results
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mems_cantilever_spmode2(xCoor...
0. Assign default arguments if necessary
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mesh2d(node,edge,hdata,option...
MESH2D: 2D unstructured mesh generation for a polygon.
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mesh_collection(num)
MESH_COLLECTION: Collection of meshing examples from MESH2D users.
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meshdemo
Demo function for mesh2d.
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meshfaces(node,edge,face,hdat...
MESHFACES: 2D unstructured mesh generation for polygonal geometry.
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pdemodel
Geometry description:
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refine(p,t,ti,f)
REFINE: Refine triangular meshes.
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smoothmesh(p,t,maxit,tol)
SMOOTHMESH: Smooth a triangular mesh using Laplacian smoothing.
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cantilever_switch_pmode.m
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cantilever_switch_smode.m
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startup.m
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View all files
Accelerating Finite Element Analysis (FEA) in MATLAB
by Vaishali Shrivastava
16 Nov 2010
Accelerate computationally intensive part of FEA by using Parallel computing.
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Watch this File
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| File Information |
| Description |
Expedite the computationally intensive part of the mechanical analysis stage of a coupled electro-mechanical FEA of an electrostatically actuated micro-electro-mechanical (MEMS) device by using “parfor” to:
1. Compute Element Stiffness
2. Assemble global stiffness matrix (K) from element stiffness matrices
3. Assemble Force matrix (F)
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| Required Products |
Parallel Computing Toolbox
Partial Differential Equation Toolbox
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| MATLAB release |
MATLAB 7.8 (R2009a)
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