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[PDF] Top 20 The controllability for the internally controlled 1 D wave equation via a finite difference method

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The controllability for the internally controlled 1 D wave equation via a finite difference method

The controllability for the internally controlled 1 D wave equation via a finite difference method

... the controllability for the space semi- discretizations of the internally controlled one-dimensional wave ...the controlled system as studied in this ... See full document

12

The Finite Difference Methods for –Nonlinear Klein Gordon Equation

The Finite Difference Methods for –Nonlinear Klein Gordon Equation

... The equation was first considered as a quantum wave equation by Schrödinger in his search for an equation describing de Broglie ...The equation is found in his notebooks from late 1925, ... See full document

5

Finite difference method for numerical solution of a generalized burgers-huxley equation

Finite difference method for numerical solution of a generalized burgers-huxley equation

... the equation, based on collocation method using radial basis functions, called Kansa’s approach was used by Khattak in ...collocation method using Chebyshev polynomials for spatial derivatives and ... See full document

31

Comparison of Finite Difference Schemes for the Wave Equation Based on Dispersion

Comparison of Finite Difference Schemes for the Wave Equation Based on Dispersion

... cons. Finite difference method (FDM) is the most popular numerical technique which is used to approximate solutions to differential equations using finite difference equations ...using ... See full document

19

A Compact Finite Difference Method for Solving the General Rosenau–RLW Equation

A Compact Finite Difference Method for Solving the General Rosenau–RLW Equation

... nonlinear wave phenomenon is the important area of scientific research, which many scientists in the past have studied about mathematical models explaining the wave ...of wave behaviors–for example, ... See full document

8

Numerical modelling of 1-dimensional wave equation using finite difference scheme

Numerical modelling of 1-dimensional wave equation using finite difference scheme

... 1D wave equation by using finite difference scheme and to investigate the behavior of 1D wave through the variation of the system’s ...the 1-dimensional wave ... See full document

24

High Order Finite Difference Method for Helmholtz Equation in Polar Coordinates

High Order Finite Difference Method for Helmholtz Equation in Polar Coordinates

... A finite difference method was proposed to solve the parabolic equation in polar coordinates in ...compact difference scheme for the Helmholtz ...Helmholtz equation with ... See full document

13

Finite Difference Solution of the Helmholtz Equation Based on Two Domain Decomposition Algorithms

Finite Difference Solution of the Helmholtz Equation Based on Two Domain Decomposition Algorithms

... Bi-CGSTAB method to solve the problem. Figure 1, Figures 2 and 3 are the simulation results for wave number 20, 30 and 40 respec- ...the wave has more vibration as k ... See full document

7

Simulations of P SV wave scattering due to cracks by the 2 D finite difference method

Simulations of P SV wave scattering due to cracks by the 2 D finite difference method

... P-SV wave scattering by 2-D parallel cracks using the finite difference method ...present method, we calculate the displacement discontinuity along an isolated crack caused by harmonic ... See full document

15

The controllability for the semi discrete wave equation with a finite element method

The controllability for the semi discrete wave equation with a finite element method

... semi-discrete internally controlled systems have the exactly controllable property which the original controlled systems ...a controllability result for the semi-discrete one-dimensional ... See full document

8

The Difference Between a Front-Axle Stress Calculation Using the Finite-Element Method and the Same Calculation According to DIN743

The Difference Between a Front-Axle Stress Calculation Using the Finite-Element Method and the Same Calculation According to DIN743

... The front-axle assembly is used to transmit forces from the wheels to the chassis of a vehicle. The main parts of the front-axle assembly are the I beam, the knuckle extension and the bolt. The loads on the elements ... See full document

11

Immersed Interface Method for Biharmonic Equations on Irregular Domain and Its Applications

Immersed Interface Method for Biharmonic Equations on Irregular Domain and Its Applications

... some finite difference schemes. This difference equation is resulted from the spatial discretization of ...biharmonic equation with a linear ...computation method is a very good ... See full document

75

Exact controllability for a wave equation with fixed boundary control

Exact controllability for a wave equation with fixed boundary control

... the controllability for a one-dimensional wave equation in domains with moving ...This equation characterizes the motion of a string with a fixed endpoint and the other one ...than 1 – ... See full document

10

Development of optical devices simulation software using finite difference method

Development of optical devices simulation software using finite difference method

... The main objective of this project is to develop simulation software using Visual C++ based on Finite Difference Method FDM to solve the Scalar Wave Equation in optical devices.. Other o[r] ... See full document

24

Exact controllability for a one-dimensional wave equation with the fixed endpoint control

Exact controllability for a one-dimensional wave equation with the fixed endpoint control

... is any given initial value. Equation (.) may describe the motion of a string with a fixed endpoint and a moving one. The constant k is called the speed of the moving endpoint. By [], for  < k < , any (u ... See full document

10

Convergence of a Mimetic Finite Difference Method for Static Diffusion Equation

Convergence of a Mimetic Finite Difference Method for Static Diffusion Equation

... The mimetic method for the steady diffusion equations (4.1) is too general for the purpose of our theoretical analysis. Therefore two simplifications are in order. They are the assumption that K is the identity ... See full document

12

Online Full Text

Online Full Text

... discretization method based on mixing finite difference scheme is applied to a simplified 2-D quasilinear unsteady biharmonic ...differential equation is defined with subject to initial ... See full document

7

An optimized finite element extrapolating method for 2D viscoelastic wave equation

An optimized finite element extrapolating method for 2D viscoelastic wave equation

... Remark  Though the OFEE solutions of Problem  are theoretically ensured with an ac- curacy of order O(t  , h k ) (if t = O(h)), due to error accumulation in the computational process, the actual numerical solutions ... See full document

18

Hybrid Finite Difference/Finite Volume Method for 3-D Conducting Media Problems

Hybrid Finite Difference/Finite Volume Method for 3-D Conducting Media Problems

... This method requires nodal coincidence for the two ...FVTD method, which offers a correspondence between a quadrilateral face and two triangular faces in terms of the exchange of ... See full document

11

Source excitation strategies for obtaining impulse responses in finite difference time domain room acoustics simulation

Source excitation strategies for obtaining impulse responses in finite difference time domain room acoustics simulation

... The finite difference time domain method (FDTD) is a discrete spatio-temporal numerical simulation method that has been shown as being appropriate for modeling acoustic wave propaga- ... See full document

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