Finite element algorithm - Globe Thesis

Keyword [Finite element algorithm] Result: 1 - 20 \| Page: 1 of 2
1.	Elastic-Plastic Finite Element Algorithm Study Of Heterogeneous Cosserat Bodies Based On Parametric Variational Principle
2.	Dissertation Submitted To Shanghai Jiao Tong University In Partial Fulllment Of The Requirement For The Degree Of Doctor Of Philosophy
3.	An Adaptive Finite Element Algorithm For The Heat Conduction Equation
4.	An Adaptive Nonconforming Crouzeix-Raviart Finite Element Algorithm Based On Shifted-Inverse Iteration For Laplace Eigenvalue Problem
5.	Galerkin Finite Element Methods For Nonlinear Fractional Fourth-Order Partial Differential Equations
6.	Numerical Simulation Of Antarctic Ice Sheet Based On The ELMER/ICE Model
7.	Ep Curve Based On The New Method Of Plasticity Finite Element Algorithm
8.	Ns Equations Upwind Nonlinear Galerkin Finite Element Algorithm And A Posteriori Error Estimates
9.	Two-scale And Finite Element Algorithm Analysis Of One Class Of Piezoelectric Problem In Quasi-periodic Structure
10.	Two Kinds Of Numerical Methods For Nonlinear Time Fractional Equations
11.	Finite Element Method Combined With Second-order Time Approximation Scheme For Partial Fractional Differential Equations
12.	Regularization Of Solution Area Of 3D Model Of Twin Screw Extruder And Its Application
13.	Galerkin Finite Element Methods For Two Kinds Of Two-dimensional Fractional Diffusion Equations
14.	Precise Artificial Boundary Conditions And One-dimensional Time Domain Algorithm For Saturated Foundation Site
15.	An Adaptive Inverse Iteration And Subspace Iteration Finite Element Algorithm For Stokes Eigenvalue Problems
16.	Adaptive Finite Element Algorithm Based On A Posterior Error Estimation
17.	A parallel finite element algorithm for the solution of the Helmholtz wave equation
18.	Parallel finite element algorithm for transient flow in bounded randomly heterogeneous domains
19.	Study On The Finite Element Algorithms Of Landau-lifshitz Equation
20.	Finite Element Method For Thermoelastic Problems
<<First <Prev Next> Last>> Jump to