one-dimensional differential equation
A. One Dimensional Differential Transform Method
... partial differential equations occurring in applied mathematics is that associated with the name of ...Gordon equation plays an important role in mathematical physics such as plasma physics, solid state ...
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An Approximate Analytical Solution of Nonlinear Differential Equation Arising In 95 Fluid Flow through Homogeneous Porous Media
... of one dimensional nonlinear partial differential equation arising in oil-water displacement process (instability) in a homogeneous porous medium using the homotopy analysis ...
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On Conformable Double Laplace Transform and One Dimensional Fractional Coupled Burgers' Equation
... partial differential equations play a crucial role in fields of physics, chemistry and ...partial differential equations by simplest equation ...burgers equation, this equations appear in the ...
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Application of OHAM DJ to the System of Burgers’ Equations
... Burgers equation was first presented by Bateman [1] and treated later by ...Burgers’ equation [2]. Burgers’ equation is nonlinear partial differential equation of second order which is ...
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Difference -Analytical Method Of The One-Dimensional Convection-Diffusion Equation
... of differential equations by numerical methods is obtained in the form of ...of differential equations by difference methods in the approximately-analytical ...a one-dimensional ...
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The Lump Solutions of the (1 + 1) Dimensional Ito Equation
... nonlinear equation is one of the hot topics in nonlinear ...partial differential equa- tions (NLPDEs) has become more and more ...integrable equation, for example the Benjamin-Ono ...
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A Note on Positivity of One-Dimensional Elliptic Differential Operators
... ential equation can be considered as an abstract boundary value problem for ordinary differ- ential equation in a Banach space E with a densely defined unbounded operator A ...partial differential ...
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Analytical Solution of One-Dimensional Burgers’ Equation with the Help of Mahgoub Transform Method
... partial differential equations; some of which are Backlund transformation procedure in ([RS82]), Hirota's bilinear methodology in ([Hir71]), Variational Iteration Method in ([He00b]), Adomian Decomposition Method ...
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A. One Dimensional Differential Transform Method
... partial differential equations occurring in applied mathematics is that associated with the name of ...sine-Gordon equation plays an important role in the propagation of fluxons in Josephson junctions [1-3] ...
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An efficient one dimensional parabolic equation solver using parallel computing
... partial differential equations according to [1-6, ...partial differential equations and the complexities of the geometrical configuration of physical problems [2, 3, ...partial differential equations ...
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Analytical Solution to the One Dimensional Advection Diffusion Equation with Temporally Dependent Coefficients
... partial differential equation of parabolic ...tion-diffusion equation has drawn significant attention of environmentalists, hydrologists, civil engineers and ma- thematical ...
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Cubic B-spline Collocation Method for One-Dimensional Heat Equation
... is one of the well-known second order parabolic linear partial differential equation [1, 3, ...heat equation is a very important equation in physics and ...heat equation ...
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New Approach for Solving Three Dimensional Space Partial Differential Equation
... partial differential equations ...the equation is one and the coefficients of the dependent variable and the coefficients of each partial derivative are constants or independent ...the ...
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Some Partial Differential Equations In Ms. Khin Saw Mu
... Abstract- In this paper, the initial-value problems are studied and solved for homogeneous and non-homogeneous transport equations. Moreover, the fundamental solution and mean value theorem are used to derive Laplace's ...
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Numerical Solution of Burger’s_Fisher Equation in One - Dimensional Using Finite Differences Methods
... Burger_Fisher equation, where he introduced a new way to solve the generalized equation using the spectral method of Chebyshev_Gauss_Lobatto point to reduce the error of approximation using the ...
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APPLICATION OF TWO-DIMENSIONAL FRACTIONAL COSINE TRANSFORM TO DIFFERENTIAL EQUATION
... Integral transforms provided a well establish and valuable method for solving initial and boundary value problem arising in several areas of physics, Applied Mathematics and Engineering. There are several works on the ...
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Fourth Order Compact Method for One Dimensional Inhomogeneous Heat Equation
... the one dimensional linear inhomogeneous heat equation are derived using Finite Difference Method (FDM) and Fourth Order Compact Method ...heat equation, we note that the fourth order compact ...
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Differential Equation
... Partial Differential Equation: - A differential equation which contains the derivatives of one or more dependent variables with respect to more than one independent variable ...
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Comparative Analysis of Finite Difference Methods for Solving Second Order Linear Partial Differential Equations
... The Liebmann’s and Gauss Seidel finite difference methods of solution are applied to a two dimensional second order linear elliptic partial differential equation with specified boundary ...
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Solution of two-dimensional non-linear Burgers’ equations with nonlocal boundary condition
... Navier-Stokes equation. Burgers’ equations are an important differential equation from fluid dynamics, and are used to describe various natural phenomena such as mathematically shown that the ...
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