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The numerical experiments verify high order accuracy and time stability.
Spectral method is well known for its global feature and high order accuracy.
Numerical examples are presented to demonstrate the high order accuracy and the robustness of the schemes.
The method employed is symplectic and can be generalized to arbitrarily high order accuracy if desired.
High order accuracy is achieved with fewer stages than standard explicit Runge Kutta schemes.
Numerical results demonstrate the method's high order accuracy, robustness and shock capturing capability.
Similar(29)
It exhibits high-order accuracy for the spatial derivatives.
Secondly, it maintains high-order accuracy on completely unstructured meshes.
Numerical experiments are provided to illustrate high-order accuracy and efficiency of the developed schemes.
It is shown that the SSD method preserves the high-order accuracy of the SD method.
The high-order accuracy in time is obtained by the Runge Kutta method.
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