third-order semi-discrete central-upwind scheme for hyperbolic conservation laws 求解雙曲型守恒律的半離散三階中心迎風(fēng)格式
kind of uniform second order differential scheme for solving hyperbolic conservation laws 穩(wěn)定性可保證二階格式在多重網(wǎng)格中的有效性和經(jīng)濟(jì)性
it may serve as effective finite-difference method s for hyperbolic conservation laws 本方法使用方便,易于推廣,是求解雙曲型守恒律非常有效的差分方法。
in this thesis, we couple high resolution shock capturing method and level set method to compute hyperbolic conservation laws 本文將高分辨率激波捕捉格式與levelset方法結(jié)合起來計算雙曲守恒律方程(組)。
in the multidimensional, these schemes are maximum and minimum bounds under the restriction of cfl condition . these schemes are extended to system of hyperbolic conservation laws 含有剛度源項的雙曲守恒律可以用宋描述許多物理問題,如氣體動力學(xué)、水波、交通流等等。