[PDF] Top 20 SOLUTION OF ORDINARY DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS USING ELZAKI TRANSFORM
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SOLUTION OF ORDINARY DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS USING ELZAKI TRANSFORM
... M. Elzaki & Salih M. Elzaki, On Elzaki and Sumudu Transform for Solving some Differential Equations, Global Journal of Pure and Applied ...M. Elzaki and Salih M. ... See full document
9
Elzaki transform homotopy perturbation method for partial differential equations
... Laplace transform is one of many integral transforms in applied mathematics and often used to solve differential ...some differential equations were difficult using the Laplace ...new ... See full document
22
Some New Applications of Elzaki Transform for Solution of Linear Volterra Type Integral Equations
... exact solution; Elzaki and inverse Elzaki transform as well as Taylor series expansion and convolution theorem have been ...tial differential equations with constant ... See full document
16
Study on usage of Elzaki transform for the ordinary differential equations with non-constant coefficients
... Elzaki transform is more suitable than Sumudu and Laplace transforms to solve the ordinary dif- ferential equations with non-constant coefficients, but it is better that before ... See full document
5
An Approximate Analytical Solution of Higher-Order Linear Differential Equations with Variable Coefficients Using Improved Rational Chebyshev Collocation Method
... linear ordinary differential equations with variable coefficients is ...linear ordinary differential equations and the given conditions to are transformed to matrix ... See full document
8
Three Dimensional Analysis of Laminated Cylindrical Panels with Piezoelectric Layers
... semi-analytical solution is presented for three dimensional elastic analysis of finitelylong, simply supported, orthotropic, laminated cylindrical panels with piezoelectric layers subjected to outer pressure and ... See full document
12
Oscillation Conditions for a Type of Second Order Neutral Differential Equations with Impulses
... impulsive ordinary differential equations with variable coefficients and constant retarded arguments and obtained sufficient conditions ensuring the oscillation of all ...delay ... See full document
5
A class of quasi variable mesh methods based on off step discretization for the solution of non linear fourth order ordinary differential equations with Dirichlet and Neumann boundary conditions
... hand, equations of type ...order equations [–], such type of a reduction is not possible with first kind boundary condi- ...the solution of the fourth [] and sixth order [] ODEs with second ... See full document
27
Homotopy perturbation and Elzaki transform for solving Sine-Gorden and Klein-Gorden equations
... the Elzaki Homotopy-Perturbation method (EHPM) has been successfully employed to obtain the approximate analytical solutions of the Sine-Gorden and the Klein-Gorden ...exact solution, also in example 5.4, ... See full document
14
Approximate analytic solution of fractional heat like and wave like equations with variable coefficients using the differential transforms method
... analytical solution in the form of a ...series solution by means of an iterative ...to ordinary differential equations of fractional order ...differential equations is given by Odibat ... See full document
10
SOLUTION OF CONSTANT COEFFIENTS PARTIAL DERIVATIVE EQUATIONS WITH ELZAKI TRANSFORM METHOD
... Partial differential equations are used in many areas of engineering and basic ...partial differential equations used in these ...for solution of partial differential ... See full document
8
A Petrov-Galerkin method for flows in cavities: enclosure of aspect ratio 8
... order ordinary differential equations with known constant coefficients can be solved using any appropriate initial value integration ... See full document
9
Numerical Solution of Linear Ordinary Differential Equations of Higher Order by Differential Transformation Method
... The differential transform method is an iterative procedure that is described by the transformed equations of original functions for solution of differential ...two-dimensional ... See full document
5
Simulation of Singular Fourth- Order Partial Differential Equations Using the Fourier Transform Combined With Variational Iteration Method
... partial differential equation with variable ...partial differential equations govern the transverse vibrations of a homogeneous ...partial differential equations with ... See full document
19
Mixed of Elzaki Transform and Projected Differential Transform Method for a Nonlinear Wave-Like Equations with Variable Coefficients
... di¤erential transform method (DTM), the projected di¤erential transform method (PDTM) ...speci…c variable. Assume that the speci…c variable is the variable ... See full document
17
Continuous Genetic Algorithm : A Robust Method to Solve Higher Order Non-Linear Boundary Value Problem
... The fourth-order linear and nonlinear boundary value problems are successfully solved by genetic algorithm. Genetic algorithm uses the objective function information and not the derivative information. Diversity is ... See full document
8
Numerical Solution of First Order Ordinary Differential Equations
... Differential equations arise from many problems in oscillations of mechanical and electrical systems, bending of beams, conduction of heat, velocity of chemical reactions ...a differential equation: ... See full document
10
Numerical Solution of First Order Ordinary Differential Equations
... Picard’s and Taylor’s series methods are powerful mathematical tools for solving linear and nonlinear differential equations. It is concluded that Picard’s and Taylor’s series methods gives more accurate ... See full document
10
Finding Differential Transform Using Difference Equations
... Pendulum using Lagrangian-Differential Transform Method,”in Lecture Notes in Engineering and Computer Science: World Congress on Engineering and Computer Science 2017, ... See full document
6
Application of Multi Step Differential Transform Method on Flow of a Second Grade Fluid over a Stretching or Shrinking Sheet
... the differential trans- form method is resulting from Taylor series expansion, but the method does not calculate the derivatives repre- ...formed equations of the original ... See full document
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