1) essential norm
本性模
1.
Let p,q>0 and composition operator Cφ be defined as (Cφf)(z)=f(φ(z)),with the help of a suitable testing function(Proposition 1),a lower estimate of the essential norm of a bounded composition operator Cφinduced by φ between p-Bloch space βp(Bn) and q-Bloch space βq(Bn) is given(Theorem 1).
设Bn是n维复空间Cn中的单位球,φ=(φ1,…,φn)是Bn到自身的一个全纯映射,令p,q>0,复合算子Cφ由(Cφf)(z)=f(φ(z))定义,通过找到一个性质很好的检验函数(见命题1)得到了单位球上p-Bloch空间到q-Bloch空间之间的有界复合算子Cφ的本性模的下界估计(具体结果见定理1)。
2.
We express the essential norm of a weighted composition operator on weighted Bergman spaces of the unit ball in terms of an asymptotic upper bound of a quantity.
利用上极限,给出了单位球上加权Bergman空间的加权复合算子的本性模的表示。
3) characteristic tilting modules
本性倾斜模
1.
In this paper,characteristic tilting modules over path alyebras of D_n is defined.
给出Dn型路代数的本性倾斜模的定义,以及其个数的计算公式。
4) viscous-elastic constitutive model
黏弹性本构模型
1.
Based on the analysis of polymer solution flowing in throat model,the viscous-elastic constitutive model of the polymer solution seepage is established in which the characteristics of the polymer solution and porous media are all considered.
分析聚合物溶液在简化孔喉模型中的流动情况,建立了综合考虑聚合物溶液特性和多孔介质特征的黏弹性本构模型,并在此基础上建立了聚合物溶液不稳定渗流数学模型,并利用数值方法求解。
5) plastic constitutive model
塑性本构模型
1.
Initial discussion on pyrophyllite plastic constitutive model;
叶蜡石塑性本构模型的初探
2.
In his paper,the Drucker-Prager model,a plastic constitutive model was adopted to represent the stress strain relationship of soil.
本文以Drucker-Prager塑性本构模型表示土体应力-应变关系,采用与不平顺管理标准相应的激振力来模拟列车竖向动荷载,使用FLAC3D软件建立了地基结构的空间模型,详细探讨地铁隧道地基土沉降在不同加载次数下的动力反应和沉降规律。
6) viscous-plastic constitution model
粘塑性本构模型
1.
Based on the analyses of the investigated results and the physical meaning of the viscous-plastic constitution mo-del containing various internal variables, a one-dimension viscous-plastic constitution model for aluminum foam was recommended and then fitted.
结合分析含多种内变量的粘塑性本构模型的物理意义 ,推荐了适合于泡沫铝材料的一维粘塑性本构模型 ,并对推荐模型进行了拟合 ,拟合结果与实验结果吻合比较好 。
补充资料:本性佛明了见
【本性佛明了见】
谓如来本觉真性,清净湛然,洞彻明了。菩萨称佛明了而见,是名本性佛明了见。
谓如来本觉真性,清净湛然,洞彻明了。菩萨称佛明了而见,是名本性佛明了见。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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