application of klein gordon equation

Application Of Klein Gordon Equation

Application of klein gordon equation

The solution of nonlinear klein gordon equation.

This paper applies the homotopy analysis method to solve klein-gordon equation, firstly, structure a zero-order deformation equation. then get the formal.

Perturbation theory for nonlinear klein-gordon equation.

Solution for Partial Differential Equations Involving

What exactly goes wrong when using the klein-gordon. In the present paper, we couple double laplace transform with iterative method to solve nonlinear klein-gordon equation subject to initial and boundary conditions. by. Fractional klein-gordon equation subjected to appropriate initial conditions in caputo sense by using the fractional we intend jthe application of frdtm.

The kleinвђ“gordon equation is encountered in quantum п¬ѓeld theory and a number of applications. 2.3-1. particular solutions of the kleinвђ“gordon equation: w application of sumudu decomposition method for solving linear and nonlinear klein-gordon equations mohamed a. ramadan, mohamed s. al-luhaibi

454 nonlinear klein-gordon and sine-gordon equations application of the joint laplace and fourier transform (debnath, 1995) gives i where a= (c 29/06/2017в в· hello! so in the klein-gordon equation you have a field ##\phi## which becomes an operator in qft and when you apply it вђ¦

Klein-gordon equation and finite difference technique 2.1. nonlinear klein-gordon equation in this paper, we analyse the application of a nonstandard klein-gordon equation in schrг–dinger form 3 which is the usual relativistic formula for the energy of a particle. in greinerвђ™s eqn 1.70 it is shown that each

Bifurcation method of dynamical systems is employed to study the klein-gordon-zakharov equations. under some parameter conditions, some explicit expressions of 5 application to the schrлњodinger-yukawa equations 70 the klein-gordon equation and the klein-gordon-schrлњodinger equations. we also

Application of sobolev gradient method to solve klein gordon equation 137 continuous steepest descent is a process of constructing a function z: [0;1) 1 nakao hayashi, pavel i. naumkin, a bilinear estimate and its application to a quadratic nonlinear kleinвђ“gordon equation in two space dimensions, journal of

application of klein gordon equation
Classical applications of the Klein–Gordon equation

Revised concavity method and application to klein-gordon. Is required, which by application of hamilton's principle (ds=0, s is the action) invariance of the klein-gordon equation under time-reversal transformation:. Jagdev singh, et al: application of homotopy perturbation transform method for solving klein-gordon equations jic email for contribution: editor@jic.org.uk.

application of klein gordon equation
Application of the dual reciprocity boundary integral

...Application of homotopy-perturbation method to kleinвђ“gordon and sine-gordon equations.Solution for partial differential equations and klein-gordon equations with logarithmic nonlinearities. this modification cause to the new application....  

Relativistic wave equation for spin-o particles the klein. Read "a generalized auxiliary equation method and its application to nonlinear kleinвђ“gordon and generalized nonlinear camassaвђ“holm equations, physics letters a. Numerical solution of non-linear kleinвђ“gordon equations by variational iteration method. by the new application of he kleinвђ“gordon equation,.

application of klein gordon equation
Klein-Gordon Equations Nonlinear System Scribd

A new algebraic method and its application to nonlinear. 454 nonlinear klein-gordon and sine-gordon equations application of the joint laplace and fourier transform (debnath, 1995) gives i where a= (c. Adv. studies theor. phys., vol. 6, 2012, no. 26, 1253 - 1262 solutions of the klein-gordon equation for the harmonic oscillator potential plus nad potential.

application of klein gordon equation
Classical applications of the Klein–Gordon equation

The kleinвђ“gordon equation is encountered in quantum п¬ѓeld theory and a number of applications. 2.3-1. particular solutions of the kleinвђ“gordon equation: w bifurcation method of dynamical systems is employed to study the klein-gordon-zakharov equations. under some parameter conditions, some explicit expressions of

Application to di﬐erential transformation method for solving systems of di﬐erential a. g. (2009). on the numerical solution of the klein-gordon equation, numer. in the present paper, we couple double laplace transform with iterative method to solve nonlinear klein-gordon equation subject to initial and boundary conditions. by

Application of sobolev gradient method to solve klein gordon equation 137 continuous steepest descent is a process of constructing a function z: [0;1) revised concavity method and application to klein-gordon equation m. dimova a, n. kolkovska , n. kutev

Research article application of local fractional series expansion method to solve klein-gordon equations on cantor sets ai-minyang, 1,2 вђ¦ application of homotopy-perturbation method to kleinвђ“gordon and sine-gordon equations