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[PDF] Top 20 Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain

Has 10000 "Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain" found on our website. Below are the top 20 most common "Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain".

Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain

Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain

... of diffusion-driven ...of diffusion, to be driven unstable by the presence of diffusion and evolve to a spatially non-uniform steady ...(CIMA) reaction and Ouyang and Swinney [20] were the ... See full document

33

Monotone finite difference domain decomposition algorithms and applications to nonlinear singularly perturbed reaction diffusion problems

Monotone finite difference domain decomposition algorithms and applications to nonlinear singularly perturbed reaction diffusion problems

... nonlinear finite difference schemes for the nu- merical solution of ...Iterative methods by which each of these schemes may be solved are presented in [3, ...function, one may construct a sequence of ... See full document

38

NUMERICAL SOLUTION OF A 2D- DIFFUSION REACTION PROBLEM MODELLING THE DENSITY OF DI-VACANCIES AND VACANCIES IN A METAL

NUMERICAL SOLUTION OF A 2D- DIFFUSION REACTION PROBLEM MODELLING THE DENSITY OF DI-VACANCIES AND VACANCIES IN A METAL

... two dimensional diffusion reaction problem modelling the density of di-vacancies and vacancies in a ...but one dimension is ...or analysis of numerical methods for partial ... See full document

8

Alternating Group Explicit Iterative Methods for One Dimensional Advection Diffusion Equation

Alternating Group Explicit Iterative Methods for One Dimensional Advection Diffusion Equation

... The finite difference method such as alternating group iterative methods is useful in numerical method for evolutionary equations and this is the standard approach taken in this ...iterative ... See full document

9

A compact finite difference method for reaction–diffusion problems using compact integration factor methods in high spatial dimensions

A compact finite difference method for reaction–diffusion problems using compact integration factor methods in high spatial dimensions

... for reaction–diffusion equation in high spatial ...semi-discrete reaction–diffusion equation can be rewritten as a system of nonlinear ordinary differential equations (ODEs) in matrices ...cIIF methods ... See full document

12

Alternating direction implicit finite difference methods for a new two dimensional two sided space fractional diffusion equation

Alternating direction implicit finite difference methods for a new two dimensional two sided space fractional diffusion equation

... ADI methods [11, 24]. For these methods, the difference equations are specified and solved in one direction at a ...ADI methods, the operator form ... See full document

17

Finite Element Approximation for One Dimensional Parabolic Problem

Finite Element Approximation for One Dimensional Parabolic Problem

... In finite element method, we seek the approximate solution in a finite number of sub-domains instead of solving the problem in the whole computational ...sub- domain are called ... See full document

15

Difference -Analytical Method Of The One-Dimensional Convection-Diffusion Equation

Difference -Analytical Method Of The One-Dimensional Convection-Diffusion Equation

... By an example of a one-dimensional problem the new set of analytical schemes is offered. By these schemes it is possible to receive an analytical solution. Testing of the offered schemes by example ... See full document

6

On supra-convergence of the finite volume method for the linear
advection problem

On supra-convergence of the finite volume method for the linear advection problem

... la convergence se ram` ene alors ` a l’analyse de ce correcteur si la solution est suffisamment r´ eguli` ...de convergence s’il persiste dans le maillage une droite fixe parall` ele ` a la ... See full document

10

A singularly perturbed semilinear reaction-diffusion problem in a polygonal domain

A singularly perturbed semilinear reaction-diffusion problem in a polygonal domain

... asymptotic expansion for u is constructed that involves boundary and corner layer functions. By perturbing this asymptotic expansion, we obtain certain sub- and super-solutions and thus show the existence of a solution u ... See full document

24

A Comparative Analysis of Classificaton methods for Diagnosis of Lower Back Pain

A Comparative Analysis of Classificaton methods for Diagnosis of Lower Back Pain

... classification methods are compared using base and meta(Combination of Multiple Classifier for training) level classifiers, for the fruitful diagnosis of Lower Back ...Knowledge Analysis), suite of machine ... See full document

5

Numerical solution of the advective-diffusion equation

Numerical solution of the advective-diffusion equation

... strong diffusion term in order to maintain stability and produce positive ...the diffusion used in the first step. The anti­ diffusion is applied everywhere except where it is advantageous to ... See full document

229

Two Finite-Difference Time-Domain Methods Incorporated with Memristor

Two Finite-Difference Time-Domain Methods Incorporated with Memristor

... As shown in Fig. 1, a microstrip line terminated with a memristor is simulated to verify the accuracy of the proposed two methods. The relative dielectric constant ε r of the circuit substrate is 9.4 and the ... See full document

6

Analysis of algebraic flux correction schemes

Analysis of algebraic flux correction schemes

... the analysis, the derived error estimate is ...5, one can observe a higher order of convergence in the convection-dominated ...of convergence for standard norms depend on the concrete grid and ... See full document

26

Isogeometric analysis for singularly perturbed problems in 1-D: error estimates

Isogeometric analysis for singularly perturbed problems in 1-D: error estimates

... Figure 5.1 shows the Error vs. the number of degrees of freedom, DOF, in a semi-log scale. The curves indicate exponential convergence and the fact that they coincide indicates robustness. The two curves that are ... See full document

25

Comparison of Zero- and One-Dimensional Methods for Simulation of the Process in Turbocharged Diesel Engines

Comparison of Zero- and One-Dimensional Methods for Simulation of the Process in Turbocharged Diesel Engines

... were again used. Gas turbine boundary conditions are determined by a »twin-nozzle« model 171, where by instantaneous turbine discharge coef­ ficients and isentropic efficiency, computed by means of radial twin-turbine ... See full document

10

Stability analysis and traveling wave solution of a reaction–diffusion model for fish population incorporating time dependent recruitment intensity

Stability analysis and traveling wave solution of a reaction–diffusion model for fish population incorporating time dependent recruitment intensity

... value problem was constructed then a unique positive solution was shown to ...sensitivity analysis was carried out which interestingly shows that not all parame- ters can be estimated from the ... See full document

18

A review of acoustic fdtd simulation technique and its 
		application to underground cavity detection

A review of acoustic fdtd simulation technique and its application to underground cavity detection

... the Finite Difference Time Domain (FDTD) technique for acoustic wave created an opportunity for underground cavity detection that poses strong potential for acoustic wave spectrum ... See full document

7

Numerical Solution of Irrotational Fluid Flow Problem Using Finite Element Method

Numerical Solution of Irrotational Fluid Flow Problem Using Finite Element Method

... value problem was solved by applying finite difference techniques (See Burggraf [5], Mills ...Multigrid methods ( Macormic [14] and Bramble et al [4] ) have also been employed for this ... See full document

10

A New Numerical Method for Solving the Stokes Problem Using Quadratic Programming

A New Numerical Method for Solving the Stokes Problem Using Quadratic Programming

... Developing solutions to the Stokes equations has at- tracted many researchers because of its practical impor- tance in the field of fluid mechanics. However, due to the nonlinear nature of Stokes equations the main ... See full document

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