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These novel conserving unstructured staggered mesh schemes have not been previously analyzed.
Classic Cartesian staggered mesh schemes have a number of attractive properties.
The method is applied to both structured and unstructured staggered mesh schemes.
By means of the above methods (Method 1 or Method 2) for constructing self-adaptive moving mesh schemes, we can also construct self-adaptive moving mesh schemes for the coupld SP equation and the complex SP equation.
The numerical results confirmed that the proposed quasi-variable mesh schemes yield results of desired accuracies, as theoretically claimed.
Lax pairs of self-adaptive moving mesh schemes for short pulse type equations are constructed by discretization of Lax pairs of short pulse type equations.
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This means that the mesh interval δ k is a conserved density of the self-adaptive moving mesh scheme.
In this paper, we extend the unsplit staggered mesh scheme (USM) for 2D magnetohydrodynamics (MHD) [D.
Lee, A.E. Deane, An unsplit staggered mesh scheme for multidimensional magnetohydrodynamics, J. Comput.
Using the Hierarchical Triangular Mesh scheme for practical geographic indexing [34, 35], we assigned a US county to each tweet.
Numerical simulations Here we show some examples of numerical simulations using the self-adaptive moving mesh scheme (26) and (27).
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