partial coupled differential equations
Three Dimensional Analysis of Laminated Cylindrical Panels with Piezoelectric Layers
... highly coupled partial differential equations (PDE's) of equilibrium to ordinary differential equations (ODE's) with variable coefficients by means of trigonometric function ...
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Exact, approximate solutions and error bounds for coupled implicit systems of partial differential equations
... In order to prove that Wx,t defined by 2.15,2.17,2.18, is a solution of the problem 2.10,2.12, we are going to show that under which conditions such series Wx,t defines a continuous vect[r] ...
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The combined of Homotopy analysis method with new transform for nonlinear partial differential equations
... nary partial differential ...method coupled with Laplace transform ([1], [2], [8], [14], [18], [19]), homotopy analysis Sumudu trans- form method ([3], [16], [17]), homotopy Natural transform method ...
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NUMERICAL MODELING OF COUPLED PARTIAL DIFFERENTIAL EQUATIONS USING RESIDUAL ERROR FUNCTIONS
... other equations, including ordinary and partial differential equations, nonlinear systems of sin- gular initial value problems, pantograph delay differential equation, fractional ...
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Comparison between the Laplace Decomposition Method and Adomian Decomposition in Time Space Fractional Nonlinear Fractional Differential Equations
... where F v w G v w H v w I v w J v w n ( , , ) n ( , , ) n ( , , ) ( n , , ) ( n , ) and K v w n ( , ) are Adomian polynomials they represent nonlinearities arising in above system [Equation (4.26), Equation (4.27) and ...
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Adoption of M- Wallet: A way Ahead
... of coupled partial differential governing equations for unsteady hydromagnetic free convection Casson fluid slip flow past a vertically inclined porous plate in the presence of thermal ...
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A coupled bulk-surface model for cell polarisation
... Abstract: Several cellular activities, such as directed cell migration, are coordinated by an intricate network of biochemical reactions which lead to a polarised state of the cell, in which cellular symmetry is broken, ...
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Tan-Cot Function Method to Solve New Coupled ZK and mKdV Systems
... nonlinear partial differential equations for two systems of various types of nonlinear partial differential equations such as a new coupled ZK equation[18] as new ...
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Optimal filtering for systems governed by coupled ordinary and partial differential equations
... -7- In Chapter IV an optimal filter is derived for a completely general class of stochastic systems governed by coupled nonlinear ordinary and partial differential equations of either fi[r] ...
170
Effect of Laser Heat Source on One Dimensional Generalized Thermoelasticity
... for coupled partial differential equations to analyze the effect of laser heating on the physical quantities, displacement, temperature and stresses for the generalized thermoelasticity ...
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Approachability in Population Games
... two coupled partial differential equations (PDEs) in the spirit of mean-field game the- ory: one describing the best-response of every player given the population distribution (this is a ...
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On the solution of reaction diffusion equations with double diffusivity
... In this paper, solution of a pair of Coupled Partial Differential equations is derived.. These equations arise in the solution of problems of flow of homogeneous liquids in fissured rock[r] ...
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Computational surface partial differential equations
... The chapter is laid out as follows. In section two, we will derive a Cahn-Hilliard equation on an evolving surface using a local conservation law. We introduce the notation for partial differential ...
206
Absolute continuity in partial differential equations
... in partial differential equations, particularly when one is interested in comparing the solution of a boundary value problem to that of a symmetrized problem, the latter being readily ...
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Oscillation of the systems of impulsive hyperbolic partial differential equations
... impulsive partial differential equation, the oscillation theory of impulsive partial differential equation has various applications therefore it has aroused great study interests in recent ...
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The Linear, Nonlinear and Partial Differential Equations are not Fractional Order Differential Equations
... any differential equations to fractional order differential equations is valid or ...any differential equations into fractional order differential equations by ...
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Existence and Uniqueness of Solution to Semilinear Fractional Elliptic Equation
... 2013 Elliptic Partial Differential Equations Existence and Regularity of Distributional Solutions.. Linear and Semilinear Elliptic Equations.[r] ...
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A MODIFICATION OF ARTIFICIAL BEE COLONY ALGORITHM FOR SOLVING INITIAL VALUE PROBLEMS
... In our study, we generate a new bee population around the best solution ever found using Eq. 6 in each iteration. It applies exploitation by making a pressure to obtain better solution rather than the best found so far. ...
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The eigenvalue problem for a coupled system of singular p Laplacian differential equations involving fractional differential integral conditions
... The theory of upper and lower solutions is well known to be an effective method to deal with the existence of solutions for the boundary value problems of the fractional differen- tial equations. In [] the authors ...
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Online Full Text
... [16] C. Chun, H. Jafari and Y.-I. Kim, “Numerical method for the wave and non-linear diffusion equations with the homotopy perturbation method,” Comput. Math. Appl., vol. 57, no. 7, pp. 1226-1231, 2009. [17] J. ...
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