finite one-dimensional model
Saturation Assumption and Finite Element Method for a One-Dimensional Model
... hierarchical finite element method and stabilization techniques for convection–diffusion ...simple one–dimensional model; the inequality is proved from an analitical point of view for the ...
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One-dimensional finite element discretization of crack propagation through parallel computation
... proposed finite element application is presented to solve one dimension crack propagation problem along with the C programming source code, parallel computation and performance measurement equations are ...
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Universal Thermodynamics of the One-Dimensional Attractive Hubbard Model
... Hubbard model, as a simplification of interacting fermions on realistic lattices, can be analytically resolved in neither two-dimensions (2D) nor three-dimensions ...The one-dimensional (1D) case ...
166
On the application of finite element analysis to wave motion in one dimensional waveguides
... the model, the circle area over which the excitation was applied in the experiment was modelled as an oval shape such that the area of the excitation is ...FE model were ...
226
Finite volume method for one dimensional biot poroelasticity system in multilayered domains
... can model successfully some of the poroelastic processes in the case of highly compressible fluids such as ...when one deals with slightly compressible or incompressible fluids, the solid-to-fluid coupling ...
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Semiparametric multivariate volatility models
... to model large covariance matrices in flexible ...GARCH model described by Engle and Kroner (1995), and the dynamic conditional correlation (DCC) model of Engle (2002), including exten- sions ...
36
Semiparametric multivariate volatility models
... to model large covariance matrices in flexible ...GARCH model described by Engle and Kroner (1995), and the dynamic conditional correlation (DCC) model of Engle (2002), including exten- sions ...
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Finite Element Analysis of Sound Transmission Loss in One Dimensional Solids
... the finite element method for a wide range of excitation frequencies, are presented in Figure 6 for a short solid and Figure 7 for a long ...the finite element results for the sound trans- mission loss ...
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FDTD Based Numerical Framework for Ground Penetrating Radar Simulation
... a one-dimensional numerical framework based on Finite-Difference Time- Domain (FDTD) method is developed to model response behaviour of Ground penetrating radar ...in one meter thick ...
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Numerical Solution of Burger’s_Fisher Equation in One - Dimensional Using Finite Differences Methods
... dynamic model and the study of this model has been considered by many authors both for conceptual understanding of physical flows and testing various numerical ...
7
Electrical control of spin dynamics in finite one dimensional systems
... this finite 1D model atomic system is a relatively efficient waveguide for spin wave packets (of sub-femtosecond duration) at least over the investigated time scales of a few ...
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Computational studies of correlated 1D and 3D systems : a density functional theory approach
... We begin by calculating ground state energies of one-dimensional finite-site systems described by the homogeneous Hubbard model with different boundary conditions and over a broad range [r] ...
227
High performance visualization of human tumor growth software
... mathematical model using the one dimensional parabolic equation regarding the growth of human tumours has been ...Three finite difference methods are studied and the Crank-Nicolson implicit ...
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Finite Element Analysis of One Dimensional Bio-Heat Transfer in Human Tissue
... using Finite Element Analysis (FEA) we obtained temperature at various points in human tissue during therapeutic ...using Finite Element Method for the analysis of one dimensional (1D) heat ...
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Finite Element Model for Linear Second Order One Dimensional Inhomogeneous Wave Equation
... central finite difference scheme has been used to approximate the second order time ...developed Finite Element model has been analyzed by comparing the computed solution with exact ...
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Mathematical modeling of water quality in river systems. Case study: Jajrood river in Tehran - Iran
... the finite difference ...sinks. Finite difference models (FDM) are usually restricted to rectangular grids and, at most, only grid spacing ...The finite difference model is easy to apply to ...
11
Complex Wave Solutions to Mathematical Biology Models II: Two Dimensional Fisher and Nagumo Equations
... We extended the usage of the expansion method based on Sine-Gordon equation to the two dimensional Fisher equation. The relation between the trigonometric and hyperbolic functions are derived from the Sine-Gordon ...
15
A new method for the treatment of unilateral posterior cross-bite: a three-dimensional finite element stress analysis study
... elastic and irreversible deformation occurs. Von Mises stress is a measure of distortion energy dens- ity at a particular point in a system which is useful in ascertaining failure in ductile materials [26]. Von Mises ...
9
Horizontal insulating barriers as a way to protect groundwater
... The model domain simulates a 200 m × 200 m sec- tion of an aquifer that is ...the model and the right boundary ...the model; the silicate solution is injected within 3 h with the rate of ...
6
A class of generalized best approximation problems in locally convex linear topological spaces
... In a locally convex linear topological space every element possesses at least one best approximation with respect to every closed, convex and finite dimensional set.. In a finite dimensi[r] ...
10