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mortar型旋转q_1元的瀑布型多重网格方法(英文)

, PP. 20-27

Keywords: mortar元,旋转q1元,瀑布型多重网格法

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Abstract:

展现了mortar型旋转q1元的瀑布型多重网格方法.证明了采用共轭梯度作为光滑子的瀑布型多重网格法是最优的,而采用其它传统迭代作光滑子的瀑布型多重网格法是拟最优的.并通过数值试验验证了我们的理论结果.

References

[1]   rannacherr,tureks.simplenonconformingquadrilateralstokeselement[j].numermethpartdiffeq,1992(8):97-111.
[2]   bernardic,madayy,pateraa.anewnonconformingapproachtodomaindecomposition:themortarelementmethod[c]//nonlineardifferentialequationsandtheirapplications.boston:pitman,1994:13-51.
[3]   chenj,xux.themortarelementmethodforrotatedq1element[j].jcomputmath,2002,20:313-324.
[4]   xux,chenj.multigridformortarelementmethodforp1nonconformingelement[j].numermath,2001,88:381-398.
[5]   bornemannfa,deuflhardp.thecascadicmultigridmethodforellipticproblems[j].numermath,1996,75:135-152.
[6]   shiz,xux.cascadicmultigridmethodforellipticproblems[j].east2westjnumermath,1999,7:199-211.
[7]   huangp.multigridmethodsformortar-typeqrot1andqrot1/q0elements[d].nanjing:nanjingnormaluniversity,2005.
[8]   grisvardp.ellipticproblemsinnonsmoothdomains[m].boston:pitmanadvancedpublishingprogram,1985.
[9]   bic,hongd.cascadicmultigridmethodforthemortarelementmethodforp1nonconformingelement[j].jcomputmath,2005,23:425-440.
[10]   shiz,xux.cascadicmultigridmethodforthesecondorderellipticproblems[j].east2westjnumermath,1998,6:309-318.
[11]   hackbuschw.multi2gridmethodsandapplications[m].berlin,heidelberg,newyork:springer2verlag,1985.

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