The electrical equation and its solution
New groundwater flow equation with its exact solution
... ow equation. However, this equation uses the concept of ...Theis equation uses the Newton version of derivative that does not accurately describe many physical problems as were revealed in many ...
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On Multidimensional Analog of Kendall-Takacs Equation and its Numerical Solution
... On Multidimensional Analog of Kendall-Takacs Equation and its Numerical Solution Gh. Mishkoy, member of the Academy of Sciences of Moldova ∗ Abstract —A class of priority queueing systems with ...
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New Solutions for the Three-Dimensional Electrical Impedance Equation and its Application to the Electrical Impedance Tomography Theory
... dimensional Electrical Impedance Equation, and a generalization of the Bers generating sets, as well as the Beltrami equation, we introduce a new class of exact solutions for the case when the ...
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On the General Solution of the Two-Dimensional Electrical Impedance Equation for a Separable-Variables Conductivity Function
... general solution of the two-dimensional electrical impedance equation in analytic form using Taylor series in formal powers, for the case when the conductivity is a separable-variables function only ...
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AN EDUCATIONAL NOTE ON THE SAHA EQUATION AND ITS SOLUTION FOR THE IONIZATION STATE OF A GAS
... Saha equation predicts their ionization state not so badly even though there are reasons why it should not: see § 1 for the ...Saha equation in terms of natural units does not, alas, allow a by inspection ...
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A Hybrid Structure Solution of Quaternion Lyapunov Equation and Its Optimal Approximation
... practice. Its stability analysis are mostly determined by Lyapunov matrix ...constraint solution to continuous Lyapunov equation A * X+XA=C over quaternion field is ...unconstrained equation. ...
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A Solution of Kepler’s Equation
... the solution of the Kepler’s equation for all conics (ellipse, hyperbola or ...parabola). Solution of the universal Kepler’s equation in closed form is obtained with the help of the ...
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The solution for a class of sum operator equation and its application to fractional differential equation boundary value problems
... operator equation; fixed point theorem; fractional differential equation; positive solution 1 Introduction Over the past several decades, nonlinear functional analysis has been an active area of ...
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On the General Solution for the Two-Dimensional Electrical Impedance Equation in Terms of Taylor Series in Formal Powers
... general solution of the two- dimensional Electrical Impedance Equation in terms of Taylor series in formal powers, for the case when the electrical con- ductivity is a separable-variables ...
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Neumann Functions and Its Application for Finding The Solution to the Schrödinger’s equation in a Cylindrical Well
... of solution to second order differential equation that arise in many diverse ...series solution to differential equation, develops the different kinds of Bessel functions, and explores the ...
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A Spectral Integral Equation Solution of the Gross Pitaevskii Equation
... Gross-Pitaevskii equation (GPE), that describes the wave function of a number of coherent Bose particles contained in a trap, contains the cube of the normalized wave function, times a factor proportional to the ...
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2-Solution of the Diffusivity Equation
... Diffusivity Equation Constant-terminal-pressure solution is designed to provide the cumulative flow at any particular time for a reservoir in which the pressure at one boundary of the reservoir is held ...
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SOLUTION OF A AN EQUATION IN ONE VARIABLE
... 1‐ Solution of linear equations in one variable Finding the values that a variable can be to satisfy a given equation is a delicate ...an equation and the choice of the order in which we execute ...
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The Hypercomplex Solution of the Dirac Equation
... It can spread out forming a wave together with the longitudinal electric field. Its influence on the charged particles is very unusual — it changes the rest mass of these particles. In particular, self-action of ...
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On the Solution of the Rational Matrix Equation
... matrix equation that arises in the analysis of stationary Gaussian re- ciprocal ...this equation. Moreover, we have derived a defect correc- tion equation that can be used to improve the accuracy of ...
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Solution of Fractional Legendre Equation
... ( + 1)( + 2) (9) Hence there are two independent solutions which is the sum over the odd terms and which is the sum over the ever terms. However, such solutions do not have finite value at 1 and at -1, which means that ...
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Curve Fitting and Solution of Equation
... UNIT V Curve Fitting and Solution of Equation 5.1 CURVE FITTING In many branches of applied mathematics and engineering sciences we come across experiments and problems, which involve two variables. For ...
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Magnetic resonance electrical impedance tomography (MREIT) based on the solution of the convection equation using FEM with stabilization
... As seen in table 2 , without any stabilization and low-pass filter, the coefficient of variation of the oscillations inside the inner object is 4.4% and the rise length of the transition region is 0.90 mm. With the use ...
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Approximate Solution For Time-Space Fractional Soil Moisture Diffusion Equation And Its Application
... Application Bhausaheb R. Sontakke, Veena V. Sangvikar (V. P. Kshirsagar) Abstract: The purpose of this paper is to develop an implicit finite difference method for time-space fractional soil moisture diffusion ...
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STUDY OF NAVIER – STOKES EQUATION SOLUTION I. THE GENERAL SOLUTION OF NONLINEAR ORDINARY DIFFERENTIAL EQUATION
... differential equation, Navier – Stokes equation, turbulent function, fl uid fl ow resistance coeffi cient, round pipeline Problem Formulation Let us consider Navier – Stokes problem and continuity ...
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