[PDF] Top 20 Immersed-Interface Finite-Element Methods for Elliptic and Elasticity Interface Problems
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Immersed-Interface Finite-Element Methods for Elliptic and Elasticity Interface Problems
... Elasticity interface problems (1.7)– (1.10) with such jump conditions often occur in material science. For example, in [22], they simulate the diffusional evolution of microstructure in stressed ... See full document
116
Finite Element Methods for Interface Problems with Locally Modified Triangulations
... and elasticity problem with interfaces using the Galerkin finite element method [4, ...the finite element method using body-fitted ...several finite element methods ... See full document
77
Some Advances and Applications of Immersed Interface Methods.
... For elliptic interface problems, the resulting finite difference scheme is the standard five-point central scheme at regular grid points, while it is a compact nine-point scheme at irregular ... See full document
154
An immersed FEM for elasticity equations with interfaces
... numerical methods for solving general elasticity problems that do not involve ...the finite element method and the boundary integral or boundary element method appear to be very ... See full document
16
A partially penalty immersed Crouzeix Raviart finite element method for interface problems
... In recent years, the immersed finite element (IFE) methods have been studied and found to be very effective for solving elliptic interface problems. The method was proposed on the ... See full document
29
Constructions of Normal Extended Functions for Elliptic Interface Problems
... the interface problem consists of the usual boundary value problem of the diffusion equation, plus jump conditions across the material interface required by pertinent ...the interface is smooth ... See full document
5
Error estimates for an augmented method for one dimensional elliptic interface problems
... mesh methods in the literature, for instance, the extended fi- nite element method [5], the unfitted Nitsche’s finite element method [6], the immersed interface method [9, 13], the ... See full document
16
Exact Solutions of Nonlinear Equation of Rod Deflections Involving the Lauricella Hypergeometric Functions
... linear elasticity—so that geometric nonlinearities become ...the elliptic integrals, but the main achievement concerns the Lauricella F D 3 hypergeometric functions use for solving elasticity ... See full document
23
Error Analysis of the Immersed Interface Method for Elliptic Problems with an Interface.
... numerical methods are approximating solutions to ...numerical methods. In Section 1.4, when we discuss the finite difference methods, we have concerned about the accuracy of ...specific ... See full document
94
Immersed Interface Method for Elasticity Problems with Interfaces
... linear element has been applied to many ...For interface problems, traditional finite element methods use body-fitted meshes or partition along the boundary or ...finite element ... See full document
123
Three dimensional elliptic solvers for interface problems and applications
... fitted finite element methods, see [2], for one example; the ghost fluid method (GFM) [12] (which is first order accurate in the infinity norm but has a sym- metric linear system); fast solvers based ... See full document
32
A new strain-based finite element for plane elasticity problems
... The results obtained for the two mesh cases (regular and distorted) are listed in Table 2. The results in the case of the distorted mesh (Fig.6c) confirm the excellent performance of element Q4SBE5. In this case, ... See full document
28
Optimal control and inverse problems involving point and line functionals and inequality constraints
... control problems with objective functionals that contain point evaluations of the ...numerical methods for solving ...of elliptic variational ... See full document
188
Analysis of discontinuous Galerkin methods on surfaces
... In Chapter 5, which is based on work we have done in Dedner and Madhavan [2014a], we derive a dual weighted residual-based a posteriori error estimate for the surface IP method considered in Chapter 4, restricting ... See full document
155
An unstructured immersed finite element method for nonlinear solid mechanics
... of immersed finite element methods is the loss of numerical stability in cases where the intersection of a shape function support with the physical domain becomes very ... See full document
28
Custom designed orthopedic implants evaluated using finite element analysis of patient specific computed tomography data: femoral component case study
... The finite element analyses presented here were based on a perfect fit between the implant and the distal femur because Boolean operations were used to simulate the ...bone interface would provide a ... See full document
10
Evaluation of Interface Defects for Inaccessible Reactor Shrink Fit Nozzle Weld by Ultrasonic Wave
... by interface wave which propagate along the shrink fit boundary of reactor head is proposed in this ...proposed interface wave can propagate a long distance from the fixed transducer ...and interface ... See full document
9
Accurate Gradient Computation for Elliptic Interface Problems with Discontinuous and Variable Coefficients
... related problems. For example, the boundary value problems on an irregular ...value problems on irregular domains, many challenges exist in direct discretization at the intersections between the ... See full document
104
Insights for the TV Interface from the Mobile Phone Interface
... Although the type and number of TV services have changed significantly, few studies have addressed the TV user interface even though there are clear challenges in the use of TV by consumers. It seems that TV ... See full document
12
Paper 06-2011-2
... computational methods have become essential tools for biomedical ...computational methods to several biomedical ...biomedical problems that can be addressed through computation, we describe several ... See full document
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