Explicit Analytic Solution of Vibration Equation for large domain by mean of the Elzaki projected Differential Transform Method
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 11, Issue 5
Abstract
The aim of this paper is to present a reliable and efficient algorithm Elzaki projected differential transform method (EPDTM) to obtain the explicit solution of vibration equation for a very large membrane with given initial conditions. By using initial conditions, explicit series solutions for six different cases have been derived for the fast convergence of the solution. Numerical results show the reliability, efficiency and accuracy of Elzaki projected differential transform method (EPDTM). Numerical results for the six different cases are presented graphically.
Authors and Affiliations
Muhammad Suleman, Qingbiao Wu, TM Elzaki
Keywords
Related Articles
- EP ID EP651603
- DOI 10.24297/jam.v11i5.1251
- Views 154
- Downloads 0
( U,R) STRONGLY DERIVATION PAIRS ON LIE IDEALS IN RINGS
Let R be an associative ring , U be a nonzero Lie ideal of R. In this paper , we will present the definition of (U,R) strongly derivation pair (d,g) , then we will get d=0 (resp. g=0 ) under certain conditions on d...
Applying genetic algorithm in selecting providers of supply chain in big stores
Excess competition in offering the goods and services in two previous decades throughout the world, is an undeniable fact. By increasing the number of rivals in the world class, the organizations were forced to improve h...
Uniqueness of Solutionfor Nonlinear Implicit Fractional Differential Equation
We study the uniquenessof solutionfor nonlinear implicit fractional differential equation with initial condition involving Caputo fractional derivative. The technique used in our analysis is based on an application of Bi...
Exponentiated Rayleigh Distribution: A Bayes Study Using MCMC Approach Based on Unified Hybrid Censored Data
This paper aims to estimate the unknown parameters, survival and hazard functions for exponentiated Rayleigh distribution based on unfied hybrid censored data.
A new Approach to Baire's Theorem and Banach Steinhaus Theorem in Linear 2-Normed Spaces
In this paper we construct the topological structure of linear 2-normed space. This enable us to dene the concept of open sets in linear 2-normed space and derive an analogue of Baire's theorem and Banach Steinhaus theor...