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Numerical Accuracy for Convection—Diffusion
1989In order to study the numerical accuracy for the convection-diffusion equation, you could follow the same approach as in Chapter 8. Unfortunately, this gets quite complicated, as an additional parameter (the Courant number) comes in. For practical purposes, it is often sufficient to consider diffusion and convection separately, and in that order.
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Numerical Accuracy for Diffusion Problems
1989To study the numerical accuracy for diffusion problems, it is no longer sufficient to consider one sinusoidal wave, as in previous chapters. You must take into account that an arbitrary function, acting as initial condition, can be thought to be built up from a series of sinusoidal functions, which is called a Fourier series. As an example take a block
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On the Numerical Accuracy of Rough Surface EHL Solution
Tribology Transactions, 2014Yuchuan Liu, Q Jane Wang
exaly
Numerical methods with a high order of accuracy applied in the quantum system
Journal of Chemical Physics, 1996Zhao Xinsheng, Tang Youqi
exaly
Numerical experiments on the accuracy of ENO and modified ENO schemes
Journal of Scientific Computing, 1990Chi-Wang Shu, Shu Chi-Wang
exaly
Accuracy of Numerical Solutions Using the Euler Equation Residuals
Econometrica, 2000Manuel S Santos
exaly