Study on quantitative structure-property relationship of organics would be helpful in researching for equeous solubility and octanal-water partition coefficients of organics.
研究有机物的定量结构-性质关系将有助于研究有机物的均等溶解度和辛酸-水分配系数。
Residential buildings are distinguished to hotels and offices in architectural forms therefore the thermal pressure and internal partition coefficients are more complicated to solve.
住宅建筑在形式上有别于宾馆、办公楼建筑，热压系数和内部隔断系数的求解更为复杂。
Study on quantitative structure-property relationship (QSPR) of organics would be helpful in researching for equeous solubility (pS) and octanal-water partition coefficients (logKsw) of organics.
基于定量结构-性质关系（QSPR）研究有机物的性质具有重要意义。
In this paper, we consider a quadratic Lagrangian finite element equation arising from discretizations of 3d elliptic problem with jump coefficients under any tetrahedral partition.
本文针对带有间断系数的三维椭圆问题，讨论任意四面体剖分下的二次拉格朗日有限元方程的代数多重网格法。
In this paper, we consider a quadratic Lagrangian finite element equation arising from discretizations of 3d elliptic problem with jump coefficients under any tetrahedral partition.
本文针对带有间断系数的三维椭圆问题，讨论任意四面体剖分下的二次拉格朗日有限元方程的代数多重网格法。
应用推荐