Feb 17, 2018 · We show that, with appropriate choices of boundary conditions, the time and space derivatives of the error are bounded even for long times. No ...
Jan 17, 2017 · Abstract. Temporal error bounds for the wave equation expressed on second order form is investigated. By using the energy method, ...
We show that, with appropriate choices of boundary conditions, the time and space derivatives of the error are bounded even for long times. No long time bound ...
On Long Time Error Bounds for the Wave Equation on Second Order ...
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We show that, with appropriate choices of boundary conditions, the time and space derivatives of the error are bounded even for long times. No long time bound ...
We show that, with appropriate choices of boundary conditions, the time and space derivatives of the error are bounded even for long times. No long time bound ...
On Long Time Error Bounds for the Wave Equation on Second Order Form. Profile image of Jan Nordström Jan Nordström. 2018, Journal of Scientific Computing. See ...
Apr 10, 2017 · The methods are as follows: 1) D'Alembert's solution 2) Separation of variables 3) Fourier/Fast Fourier Transform 4) Laplace Transform
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To order O(h2), this is equivalent to using a standard spatial central differencing scheme with the nodal points at edges of the domain given the boundary value.
Oct 28, 2021 · We establish uniform error bounds of time-splitting Fourier pseu- dospectral (TSFP) methods for the nonlinear Klein–Gordon equation (NKGE) with ...
We shall study the solution's existence of problem (1.1)–(1.4) and its numerical solution error bounds for the second order backward difference approximation.