dimensional differential
Using Two-dimensional Differential Transform to Solve Second Order Complex Partial Differential Equations
... of differential transform (one dimension) was first proposed and applied to solve linear and non linear initial value problems in electric circuit analysis by Zhou [ 6 ] ...one dimensional ...
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A. One Dimensional Differential Transform Method
... Abstract— Reduced differential transform method (RDTM), which does not need small parameter in the equation is implemented for solving the sine-Gordon equation. The approximate analytical solution of the equation ...
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A. One Dimensional Differential Transform Method
... The structure of this paper is organized as follows. In section 2, we begin with some basic definitions and the use of the proposed method. In section 3, we apply the reduced differential transform method to solve ...
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Antiperiodic Boundary Value Problems for Finite Dimensional Differential Systems
... Nieto, “Existence and approximation of solutions for a class of nonlinear impulsive functional differential equations with anti-periodic boundary conditions,” Nonlinear Analysis: Theory, [r] ...
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Multiple periodic orbits of high dimensional differential delay systems
... In this paper, our main purpose is to study system (1.1), in which the coefficients of non- linear terms corresponding to different hysteresis have different signs, which is an exten- sion of [3]. To construct the even ...
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One dimensional differential Hardy inequality
... Remark . If or is correct, then by Theorem . there follows the correctness of the corresponding integral Hardy inequality see [].. where the condition Ap,q < ∞ coincides with th[r] ...
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The Structure of Reflective Function of Higher Dimensional Differential System
... [ , ] − ω ω . So, for any solution x t ( ) of (1) defined on [ , ] − ω ω , it will be 2 ω --periodic if and only if x ( ) − ω is a fixed point of the Poincare mapping ( ) T x = F ( , ) − ω x . A function F t x ( , ) is a ...
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2D-DIGE proteomic analysis identifies new potential therapeutic targets for adrenocortical carcinoma
... a differential protein expression profile between adrenocortical carcinoma and normal ...The differential expression was validated by Western blot for Aldehyde-dehydrogenase-6-A1,Transferrin, Fascin-1,Lamin ...
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Barrier options pricing of fractional version of the Black-Scholes model
... generalized differential trans- form method (GDTM) [?] and is based on the two-dimensional differential transform method (DTM) and generalized Taylors formula ...fractional differential ...
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AN APPROXIMATE SOLUTION OF TWO DIMENSIONAL NONLINEAR VOLTERRA INTEGRAL EQUATION USING NEWTON-KANTOROVICH METHOD
... two dimensional integral (NLTD) equations of the second kind have been exploited in several areas, including non homogeneous elasticity and electrostatics (Sankar ...one- dimensional integral equations ...
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Simple Models for Diffusion in Thin Plates or Membranes
... methane gas [7]. The question we pose in this article is whether there is a simp- ler model that can be adopted to estimate the concentration of carbon in diffu- sion in thin plates or membranes. Although recognizing ...
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A Mathematical Model for Magnetohydrodynamic Convection Flow in a Rotating Horizontal Channel with Inclined Magnetic Field, Magnetic Induction and Hall Current Effects
... Magnetohydrodynamic (MHD) convection flows consti- tute a major field of interest in many areas of engineering and the physical sciences. Both translational and rota- tional flows are of significance in various aspects ...
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Comparative Analysis of Finite Difference Methods for Solving Second Order Linear Partial Differential Equations
... The Liebmann’s and Gauss Seidel finite difference methods of solution are applied to a two dimensional second order linear elliptic partial differential equation with specified boundary conditions.The ...
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Oscillatory Behavior of Three Dimensional α-Fractional Delay Differential Systems
... At the end of the nineteenth century, the qualitative analysis of nonlinear systems of integer order differential equations was initiated by Henry Poincare. After words, there has been significant development in ...
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Polymer Bonded Explosives 2 pdf
... In the RVEs shown in Figure 1, circular particles were placed sequentially at random locations in each RVE such that no two particles were in contact. The particle size distribution in each RVE was based on that of the ...
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On point dissipative N dimensional systems of differential equations with quadratic nonlinearity
... Known sufficient conditions for quadratic dynamical system x’= Ax + fx to be point dissipative given in terms of A and f for dimensions 2 and 3 are extended to allow for more general for[r] ...
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Three-dimensional substructure measurements for the differential diagnosis of ground glass nodules
... Three-dimensional (3D) measurement of parameters The parameters used in our study, including GGN diam- eter, total volume (TV), PEAK and MAX, were automatic- ally measured in a 3D reconstructive model using lung ...
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Existence of Time-Scale Class of Three Dimensional Fractional Differential Equations
... Time scales calculus [1] cards us to teaching the dynamic equations, which contains both differences and differential equations, both of which are substantial in understanding applications. The dynamical behavior ...
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Formulation of Finite Element Method for 1-D Poisson Equation
... Here, a one-dimension electrostatic boundary value problem is studied whose solution is obtained using finite element method.The reason to choose one dimensional problem is to understand the steps involved in ...
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New Approach for Solving Three Dimensional Space Partial Differential Equation
... This method provides an effective and efficient way of solving a wide range of non-linear PDEs. The advantage of this method is its capability of combining two powerful methods for obtaining exact solutions for ...
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