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- W2369180124 abstract "For solving four-order parabolic equation,a new group of explicit difference scheme contains Du Fort-Frankel difference schemes.When parameters are properly chosen,we obtain an explicit difference scheme of high accuracy.its truncation error reach O((△t) 2+(△x) 6) .It is stable under the condition of γ=△t(△x) 4≤31360 ,tstable condition is better than that of explicit scheme in .When γ=1252 ,its truncation error can reach O[(△t) 2+(△x) 8] .a numerical example shows that these schemes is effectives." @default.
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- W2369180124 date "2001-01-01" @default.
- W2369180124 modified "2023-09-25" @default.
- W2369180124 title "Explicit Difference Scheme of 3 Level High Accuracy for Solving Four Order Parabolic Equation" @default.
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