Examples of 'element methods' in a sentence
Meaning of "element methods"
element methods: This phrase could refer to numerical techniques or algorithms used in engineering and scientific computations to solve problems involving elements or components. It is often utilized in the context of finite element analysis to model and analyze complex systems
How to use "element methods" in a sentence
Basic
Advanced
element methods
Finite element and boundary element methods.
Finite element methods are commonly used in design today.
It falls within the class of finite element methods.
Boundary element methods for wave scattering by fractals.
He was known for his work on stabilized finite element methods.
Different finite element methods are presented and discussed.
Introduction to finite element methods.
Finite element methods in an eulerian description of the flow are used.
His interests include stress analysis and finite element methods.
Finite element methods for boundary value problems in higher dimensions.
An approximate solution to the problem may be constructed by finite element methods.
In this thesis we consider finite element methods for stochastic eigenvalue problems.
It provides advantages both of classical cellular automaton and discrete element methods.
Finite element methods turn out to be efficient for producing good simulations in heterogeneous media.
Building a scientific simulation environment for finite element methods is a complicated task.
See also
Abstract, Finite element methods are conventionally used for solving linear elasticity equations.
These explicit and closed forms expressions are applicable in boundary element methods.
High-order methods, discontinuous finite element methods and domain decomposition methods.
Surface triangulations are important for visualizing surfaces and the application of finite element methods.
The first part describes the theory of mixed finite element methods applied to linear problems.
Unified primal formulation-based a priori and a posteriori error analysis of mixed finite element methods.
A comparison of plate bending element methods for the Reissner-Mindlin plate model.
He is an author of the monograph Multiscale finite element methods.
Widely used for simulation, finite element methods need graded meshes composed of well-shaped simplices.
Some recent developments in solving PDEs in unbounded domains by Inverted finite element methods.
The main focus is on stabilized finite element methods and their reinterpretation as Nitsche-type methods.
Finite difference, finite element and boundary element methods.
A priori and a posteriori error analysis of finite element methods for plate models.
To computer modeling was used the two-dimensional technique of finite element methods.
In Mathematical aspects of finite element methods Proc.
Topics include differentiation equations, finite difference methods and finite element methods.
The second aspect of this study concerns discontinuous Galerkin Finite - Element methods.
Soil-structure interaction approaches using analytical, numerical, and finite element methods.
The whole conference proceedings are published in the book Mathematical Aspects of Boundary Element Methods 1999.
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