smoothed finite element method - Globe Thesis

Keyword [smoothed finite element method] Result: 1 - 20 \| Page: 1 of 2
1.	Topology Optimization Based On Smoothed Finite Element Methods
2.	Study On The Numerical Simulation Of2D And3D Acoustic Problems Based On Smoothed Finite Element Methods
3.	Numerical Study Of Glass Breakage And Crack Propagation Under Thermal Loading
4.	Study Of Theory And Algorithm For The Smoothed Finite Element Method
5.	Smoothed Finite Element Methods For Interactions Between Large Deformed Solids And Laminar Flows
6.	A Study On The Dynamic Modeling And Simulation For The Rigid-flexible Coupled System Based On Meshless Methods
7.	Numerical Analysis Of Acoustic Scattering Of Underwater Objects Based On ? Finite Element Method
8.	A Strain-reconstructed Smoothed Finite Element Method And Its Application To The Inverse Problems
9.	Inhomogeneous Smoothed Finite Element Method For Dynamic Analysis Of Functionally Graded Piezoelectric Beam
10.	An Edge-smoothed Finite Element Method With A Bubble Function (bES-FEM) For Solid Mechanics Problems
11.	Smooth Finite Element For Sloving 3D Nonlinear Solid Mechanic Problem
12.	Research On Magneto-electro-elastic Multi-physical Coupling Cell-based Smoothed Finite Element Method
13.	A Parallel Preconditioned Gauss-seidel Iterative Method Tailored For Smoothed Finite Element Method's Or Finite Element Method's Solving
14.	The Application Of Edge-based Smoothed Finite Element Method In Heat Conduction Problems Of Anisotropic Media
15.	Research On Smoothed Finite Element Method For Interface Crack In Piezoelectric Bimaterials
16.	An Algorithm For Smoothed Finite Element Method Based On Bilinear Element
17.	Coupled Thermal-electrical-mechanical Inhomogeneous Cell-based Smoothed Finite Element Method For Functionally Graded Piezoelectric Materials
18.	Some Modifications In Numerical Manifold Method On Rotation,contact And Elasto-plastic Problems
19.	Study Of A Novel Multi-physical Field Coupling Smoothed Finite Element Method
20.	The Smoothed Finite Element Method For Solving Elastic And Hyperelastic Contact Problems
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