Numerical Solution of Laplace Equation
Numerical Solution of Laplace Equation using Fuzzy Data
... differential equation taking Laplace Equation in two variable into ...this equation numerically at different grid points, on the other hand we want to observe findings using fuzzy ...
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NUMERICAL SOLUTION OF TIME-FRACTIONAL ORDER FOKKER-PLANCK EQUATION
... iterative Laplace transform method [26], Homotopy perturbation method (HPM) [39], homotopy perturbation transform method (HPTM) [40], finite element method [41] and residual power series method(RPSM) ...
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Numerical solution of the advective-diffusion equation
... the Laplace time finite analytic space scheme for the simulation of the Gaussian profile is dependent on the method used to ascribe the initial conditions to each local element in the ...the Laplace time ...
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Solution of singular one dimensional Boussinesq equation by using double conformable Laplace decomposition method
... obtain numerical and analytical solutions of fractional linear differential equations ...conformable Laplace transform was initiated in [4] and studied and modified in ...conformable Laplace transform ...
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Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry
... the Laplace and elasticity ...a numerical MATLAB package which is freely available ...Helmholtz equation, while with the FC-based solver presented in this thesis executes in ...Helmholtz ...
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Numerical solution and distinguishability in time fractional parabolic equation
... diffusion equation is stud- ied and analytical solution can be obtained based on the method of the eigenfunction ...the numerical examples ...diffusion equation is investigated and stable and ...
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Air Pollution Steady State Advection Diffusion Equation: The General Three Dimensional Solution
... form solution is obtained using an approach set-up by spectral theory together with an integral transform, which in the present case is the Laplace ...This solution allows simulating dispersion of ...
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Numerical solution of fractional partial differential equations by numerical Laplace inversion technique
... the numerical solution for a time-fractional diffusion ...differential equation with singularity at the boundary was ...the Laplace transform (LT) method for solving fractional differential ...
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Two-Dimensional Solute Transport with Exponential Initial Concentration Distribution and Varying Flow Velocity
... exact solution of two- dimensional advection-dispersion equation (ADE) is derived for a semi-infinite porous media with spatially dependent initial and uniform/flux boundary ...a solution using ...
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Numerical Solutions of the Regularized Long Wave (RLW) Equation Using New Modification of Laplace Decomposition Method
... exact solution and nu- merical solution with new modification of Laplace ADM for t = ...exact solution and numerical solution with new modification for t = ...
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Nonlinear Fuzzy Volterra Integro-differential Equation of N-th Order: Analytic Solution and Existence and Uniqueness of Solution
... the numerical solutions to solve fuzzy Fredholm or Fuzzy Volterra integro- dif- ferential equation such as Euler method, dif- ferential transform method, Laplace transform method, Adomian ...
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Solution of the Young Laplace equation for three particles
... Young- Laplace equation. This equation relates the mean curvature of the bridge surface to the pressure deficiency due to the presence of the fluid (∆P ...used numerical inte- gration to solve ...
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Space Robot Path Planning for Collision Avoidance
... the solution of Laplace equation is ...by numerical computation Laplace equation will be solved and generates potential ...derived solution, ...
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On Analyzing Numerical solution of time-Independent Schrodinger equation
... exact solution. But to be physically acceptable the approximate solution should satisfy the condition known as quantization of energy which is briefly explained in section ...
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Solution of diffusion equation of total concentration in spherical shape drops using laplace transform
... There were models that have been developed by researches for modeling of extraction process in RDC column. The results of the modeling show that drop size and mass transfer process are important factors for the column ...
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The Numerical Solution of the MRLW Equation Using the Multigrid Method
... The basic idea of multigrid techniques is illustrated by Brandt [1]. In this section we apply this method for initial boundary value problem, except that, the upper boundary conditions change with time, in which the ...
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Numerical Solution of the Diffusion Equation with Restrictive Pade Approximation
... diffusion equation by a method related to the Re- strictive Pade Approximation (RPA) is ...exact solution and the other methods. The numerical results are in agreement with the exact ...
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A Compact Finite Difference Method for Solving the General Rosenau–RLW Equation
... predicted fourth–order rate of convergence. We can also say that when we use smaller time and space steps, numerical values are almost the same as exact values. The CPU time for two methods are listed in Tables ...
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Differential Transform Technique for Second Order Differential Equations: A Comparative Approach
... Method (DTM) is applied on a class of second order differential equations leading to derivation of closed form solutions. Comparison is made between numerical solutions obtained using DTM and exact solutions ...
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THE EFFICIENCY OF THE GAVER-STEHFEST METHOD TO SOLVE OF ONE-DIMENSIONAL GAS FLOW MODEL
... for numerical inversion of the La- place transform have enjoyed popularity in the field of science and engineering since at least the ...used numerical algorithms of inverse Laplace trans- form to ...
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