two-dimensional solving methods
High order locally one dimensional methods for solving two dimensional parabolic equations
... propose two high order finite difference schemes for solving two-dimensional linear parabolic ...The methods are proved to be unconditionally stable, and the Sheng–Suzuki barrier is ...
17
Delta basis functions and their applications for solving two-dimensional linear Fredholm integral equations
... In this study, we developed an efficient and computationally attrac- tive method to solve the linear two-dimensional Fredholm integral equa- tions. The method is based on the use of ...
15
A meshless method for solving a two-dimensional transient inverse geometric problem
... the two-dimensional time dependent heat equation and reconstruct an internal moving boundary using accessible exterior Neumann and Dirichlet boundary ...discretisation methods, ...aforementioned ...
35
An efficient numerical algorithm for solving the two dimensional fractional cable equation
... Fractional differential equations have been studied by many researchers in recent years. The fact shows that fractional differential equations can describe many phenomena and processes in various fields of science and ...
18
New technique of two numerical methods for solving integral equation of the second kind
... Many problems of mathematical physics, engineering and contact problemsin the theory of elasticity lead to integral equations (Abdou, 2002; Abdou,131, 2002; Abdou, 2003).Their solutions can be obtained analytically, ...
7
A Discrete Analogue of Energy Integral for a Difference Scheme for Quasilinear Hyperbolic Systems
... NRS methods for solving the Euler equations on a large number of one and two dimensional test prob- ...NRS methods were compa- ...
17
The Exp Function Method for Solving Two Dimensional Sine Bratu Type Equations
... In this paper, we have obtained the exact solution of sine-Bratu type equation. We achieved the solution by ap- plying Exp-function method. The results show that Exp-function method is a powerful tool for obtaining ...
6
AN APPROXIMATE SOLUTION OF TWO DIMENSIONAL NONLINEAR VOLTERRA INTEGRAL EQUATION USING NEWTON-KANTOROVICH METHOD
... Nonlinear two dimensional integral (NLTD) equations of the second kind have been exploited in several areas, including non homogeneous elasticity and electrostatics (Sankar ...approximate methods ...
7
Two shifted Jacobi Gauss collocation schemes for solving two dimensional variable order fractional Rayleigh Stokes problem
... spectral methods have gained increasing popularity for sev- eral decades, especially in solving differential equations and in the field of computational fluid dynamics (see, ...Spectral methods have ...
17
Optimization of Meshless Local Petrov-Galerkin Parameters using Genetic Algorithm for 3D Elasto-static Problems (TECHNICAL NOTE)
... in solving various partial differential ...in two dimensional ...of methods to analyze 2D transient elasto- dynamic ...in solving boundary value problems in two ...
11
Solving Two-Dimensional Fuzzy Partial Dierential Equation by the Alternating Direction Implicit Method
... the nature of errors is random, then instead of a deterministic problem, we get a ran- dom partial dierential equation with random initial and boundary values. But if the underlying structure is not probabilistic, e.g., ...
16
Solving two-dimensional groundwater flow equation using alternating direction implicit method
... Most of the problem can be expressed mathematically known as mathematical problems. The mathematical problems can be solved using two different methods. There are analytical methods and numerical ...
26
Application of the Schwarz-Christoffel Transformation in Solving Two-Dimensional Turbulent Flows in Complex Geometries
... CFD methods need to have a discretized region and it is of great importance to be able to generate ...The methods of generating mesh in the domains with arbitrary boundaries are divided to, algebraic and ...
10
An Optimized Numerical Method for Solving the Two-Dimensional Impedance Equation
... An optimized algorithm that approaches solutions for the forward Dirichlet boundary value problem, corresponding to the Impedance Equation in the plane, is an important contribution to the Electrical Impedance Tomography ...
6
Online Full Text
... in solving the two dimensional elliptic equation by constructing new grouping of the mesh points into smaller size groups of points where the gains in execution timings of the four point EG method ...
6
Numerical Methods for Solving Turbulent Flows by Using Parallel Technologies
... Three dimensional Poisson equation for pressure field using an over - relaxation method is handled at the second ...Three dimensional Poisson equation is parallelized by using various geometrical ...
5
International Journal of Scientific Research and Modern Education (IJSRME) (ISSN (Online): 2455 – 5630) Volume I, Issue I, 2016
... a two-dimensional space to obtain a sequence consisting of ...a two-dimensional difference-histogram is generated by counting the ...histogram-based methods. By using the ...
6
From Data Fusion to Knowledge Fusion
... Third, we scale up the three methods using a MapReduce-based framework: Figure 8 shows the architecture for knowledge fusion. There are three stages; each stage is a MapReduce process and so is performed in a ...
12
On the Performance of Sequential and Parallel Algorithm for Solving the Forward Problem of the Two-Dimensional Impedance Equation
... for solving the forward problem of the two-dimensional impedance equa- tion we employed divide and conquer technique since is a powerful tool for solving conceptually ...and solving the ...
6
Adomian decomposition method for two-dimensional nonlinear fredholm integral equation of the second kind
... Let be a measurable set in a measurable space D, and let be a positive measure defined on D. The Fredholm integral equations divided into two groups, referred to as Fredholm integral equations of the first and ...
22