余數(shù)法的英文

余數(shù) remainder; complement of a n ...
法 law
除留余數(shù)法 division method
加權(quán)殘余數(shù)法 weighted residual method
余數(shù) remainder; complement of a number: 9減4, 余數(shù)為5。 take 4 from 9 and the remainder is 5
殘余數(shù) modulo
多余數(shù) redundant number
求余數(shù) mod; rem
冗余數(shù) redundant digit; redundant number
殊余數(shù) modulo
同余數(shù) congruent number
殘數(shù)法,差數(shù)法 method of residual
【數(shù)學(xué)】分?jǐn)?shù)，余數(shù)，小數(shù)。 broken numbers
不相交余數(shù) disjoint complement
訂單的余數(shù) arrears of order
多項(xiàng)式余數(shù) rpchof remainder polynomial coefficients highest order first
多余數(shù)字 redundant digit
加權(quán)殘余數(shù) weighted residual
庫(kù)存余數(shù) balance on hand
模n的余數(shù) modulo-n residue
模n余數(shù) modulo n residue
模九余數(shù) residue modulus nine
模數(shù)殊余數(shù) modulo
冗余數(shù)據(jù) redundant data
冗余數(shù)據(jù)項(xiàng) redundant data item; redundant item

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Then three schemes of the preconditioned sparse matrix canonical grid ( p - smcg ) method are presented and discussed . the sparse matrix canonical grid method is applied to analyze electromagnetic scattering from three - dimensional random dielectric scatterers in conjunction with the generalized minimal residual ( gmres ) method . in the end , these four schemes are applied to analyze electromagnetic scattering from three - dimensional random dielectric scatterers
論文首先運(yùn)用smcg方法對(duì)隨機(jī)分布三維介質(zhì)目標(biāo)的電磁散射問(wèn)題進(jìn)行較為全面的分析和討論，然后討論了如何對(duì)smcg方法進(jìn)行預(yù)處理，提出了預(yù)處理smcg方法的三種方案，接下來(lái)又討論了將smcg方法和廣義最小余數(shù)法( gmres )結(jié)合起來(lái)的方案，最后應(yīng)用上面提出的四種方案對(duì)多個(gè)隨機(jī)分布三維介質(zhì)目標(biāo)的電磁散射問(wèn)題進(jìn)行了分析。

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