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1)  weak connection
弱连体
1.
It is mainly described the structural design process and the strengthen measures focused on the project as a complex multi-tower tall building with multi-physical connections(weak connection).
文章就地基基础、上部结构、计算分析、超限设计及主要抗震措施等方面详细介绍了苏州致远国际商务大厦超限高层的结构设计,重点介绍了该工程作为大底盘多塔楼且塔楼带多个连接体(弱连体)的复杂高层建筑结构设计的具体分析过程和采取的加强措施,并提供了滑动支座细部构造,可供类似工程设计时参考。
2)  weak connection structure
弱连体结构
3)  weakly connected structure
弱连接连体结构
1.
Analyze structure model of the weakly connected structure when it is given correlation of damper and changes of location.
对双塔弱连接连体结构建模分析,通过改变阻尼器相关参数以及改变连接体位置等模型进行计算分析;针对单轴对称弱连接连体结构,在弱连接考虑阻尼时,将副塔楼的层数进行改变,分析其对主塔的影响,对主要特征参数进行分析比较。
4)  double-tower building
双塔弱连体结构
1.
Seismic analysis of a double-tower building with a large podium at the library of a college in Baoji;
本文对宝鸡职业技术学院图书馆结构进行分析,对此工程的结构方案进行了优化,讨论了大底盘双塔弱连体结构抗震设计中的若干问题。
5)  global continuous weak entropy solution
整体连续的弱熵解
1.
This thesis is concerned with the global continuous weak entropy solution and the L~1 convergence rate of its viscosity approximations for the initial-boundary problem of scalar conservation laws.
本文研究单个守恒律初边值问题的整体连续的弱熵解及其粘性逼近解的L~1收敛率。
2.
A sufficient condition that its global continuous weak entropy solution exists and is unique for the initial-boundary problem of scalar convex conservation laws is given,and the global continuous weak entropy solution is constructed by the truncation method,as well as its boundary behaviors is obtained.
对单个凸守恒律的初边值问题给出其整体连续的弱熵解存在且唯一的一个充分条件,并用截断方法构造其整体连续弱熵解,从而得到弱熵解的边界性态。
3.
According to the structure of the global continuous weak entropy solution of the initial-boundary problem of scalar conservation laws, and using L1-stability lemma for nonhomogeneous viscous equations with initial-boundary conditions, This thesis attain a convergence rate that the viscosity solution converge to the inviscid solution in L1-norm.
根据单个守恒律初边值问题的整体连续的弱熵解的结构,利用具有初边值条件的非齐次粘性方程的L1-稳定性引理导出其粘性解L1收敛到无粘解的一个收敛率。
6)  bodily weakness
体弱
补充资料:弱弱联合
弱弱联合是指两个总体实力都不强但都拥有自己独特的某方面优势的企业之间进行联合,以形成较强的实力。弱弱联合,弱企业之间优势互补,可以形成整体实力变强的效应。
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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