Application Of Reduced Differential Transform Method For Solving

Reduced Differential Transform Method 7361 Pdf Differential In this paper, the reduced differential transform method (rdtm) has been successfully applied for reaction diffusion convection equations with given initial condition which gives rapidly con verging series solutions. In this paper, we applied the reduced differential transform method (rdtm) for solving two types of nonlinear partial differential equations, namely, generalized drinfeld–sokolov (gds) equations and kaup–kupershmidt (kk) equation.

Pdf Application Of Reduced Differential Transform Method For Solving Various physical phenomena, yet their solution, particularly for nonlinear cases, often presents significant mathematical challenges. this study investigates the application of the reduced differential tran. In this paper, a new numerical approximation technique based on differential transform method has been introduced for the nonlinear cubic duffing equation with and without damping effect. In this paper, the reduced differential transformation method is used to implement the gas dynamics equations. the approximate analytical solution of the equation is calculated in the form of a series with easily computable components. Abstract: the paper examines the structure and applications of reduced differential transform method (rtdm). this calculation and transformation are used to solve, model, and illustrate complex physical and chemical phenomena and processes.

Pdf Reduced Differential Transform Method For Solving 1 N In this paper, the reduced differential transformation method is used to implement the gas dynamics equations. the approximate analytical solution of the equation is calculated in the form of a series with easily computable components. Abstract: the paper examines the structure and applications of reduced differential transform method (rtdm). this calculation and transformation are used to solve, model, and illustrate complex physical and chemical phenomena and processes. This paper discusses a recently developed semi analytic technique so called the reduced differential transform method (rdtm) for solving the (1 n) dimensional burgers. Abstract— reduced differential transform method (rdtm) is implemented for solving the linear and nonlinear klein gordon equations. the approximate analytical solution of the equation is calculated in the form of a series with easily computable components. The reduced differential transform method is considered in the local fractional operator sense. the four illustrative examples are given to show the efficiency and accuracy features of the presented technique to solve local fractional partial differential equations. In this paper, we propose new theorems of the reduced differential transform method (rdtm) for solving a class of two dimensional linear and nonlinear volterra integral equations (vies) of the second kind.

Modified Reduced Differential Transform Method For Partial Differential This paper discusses a recently developed semi analytic technique so called the reduced differential transform method (rdtm) for solving the (1 n) dimensional burgers. Abstract— reduced differential transform method (rdtm) is implemented for solving the linear and nonlinear klein gordon equations. the approximate analytical solution of the equation is calculated in the form of a series with easily computable components. The reduced differential transform method is considered in the local fractional operator sense. the four illustrative examples are given to show the efficiency and accuracy features of the presented technique to solve local fractional partial differential equations. In this paper, we propose new theorems of the reduced differential transform method (rdtm) for solving a class of two dimensional linear and nonlinear volterra integral equations (vies) of the second kind.