scalar equation造句
例句與造句
- A general class of solutions to nonlinear scalar equations with static cylindrical symmetry is obtained in the form of a hyperbolic function series . these solutions can be used to describe a long . straight global string
利用雙曲函數(shù)級數(shù)的技術(shù),研究了靜態(tài)軸對稱非線性標(biāo)量方程的解析解.在物理上.這些解描述了無限長的直整體弦 - Our results can be reduced to those for two - species system . at the same time , our results not only can be reduced to those for the scalar equation when there is no coupling , but also improve and complement some in the literature
我們的結(jié)果可以推得二維系統(tǒng)的相應(yīng)的結(jié)果；同時，我們的結(jié)果可以推得當(dāng)耦合消失時標(biāo)量方程的結(jié)果，而且改進(jìn)和彌補(bǔ)了其不足。 - For scalar equation and system of equations , we build different ghost fields , translate one equation ( system ) into two equations ( system ) . we still use high resolution shock capturing method to compute the two equations ( system ) ; level set equation is used to track the interface , and the result of original equation ( system ) is determined by the level set function . thus , we eliminate the numerical dissipation which high resolution shock capturing method cannot avoid near the interface , and the resolution is enhanced
對標(biāo)量守恒律方程、守恒律方程組分別構(gòu)造了一種虛擬區(qū)域，將一個方程(組)轉(zhuǎn)化成兩個方程(組) ，對這兩個方程(組) ，我們?nèi)匀皇褂酶叻直媛始げú蹲礁袷?，而levelset方程用來追蹤間斷的位置，原方程(組)的解最后由levelset函數(shù)決定：這樣做彌補(bǔ)了高分辨率激波捕捉方法在間斷附近發(fā)生數(shù)值耗散的缺陷，提高間斷處的分辨率。 - From the experiments in hyperbolic conservation laws , we can see that if we only use high resolution shock capturing method in scalar equation , there would have a transition near the interface ; but when coupled with level set method , we can get a sharp interface , the interface is tracked exactly
通過實驗可以看出，對標(biāo)量雙曲守恒律方程應(yīng)甩levelset方法后，我們得到了銳利的圖像，界面得到了準(zhǔn)確追蹤，而不像高分辨率激波捕捉方法，在界面附近有一個過渡區(qū)域。 - It's difficult to find scalar equation in a sentence. 用scalar equation造句挺難的