1) Intrinsic image model
Intrinsic图模型
2) modeling chart
模型框图
1.
Muhlbauer risk assessment scoring system of pipeline,and also describes in detail modeling chart of risk assessment and 4 factor to cause accident,as well as put forward classific.
Muhlbauer的管道风险评分体系,详细阐述了风险评价模型框图和引起事故的4个因素,提出了风险等级划分标准和减小管道风险的一些建议。
3) view model
视图模型
1.
To cost-effectively develop information systems supporting supply chain management in petrochemical companies, this paper subsequently proposes that multiple view models should be created to describe structural relationships of the constituent perspectives.
本文研究了石化企业供应链管理系统的需求和总体结构 ,采用多种视图模型综合描述供应链管理系统中各类管理和技术要素 。
2.
Further,the UML"4+1" view model was used to design a set of system diagrams such as use-case diagram,logical diagram,concurrency diagram and deployment diagram,which discussed network interaction and information transmiss.
运用UML"4+1"视图模型进行了系统用例视图、逻辑视图、进程视图以及部署视图的设计,并在设计中详细讨论了系统的网络交互和数据传递。
4) Image Model
图像模型
1.
Using Matlab to construct a 3-D image model of the cornea
Matlab平台在构建角膜三维图像模型中的应用
5) graphical models markov chain monte carlo
图模型MCMC
6) graph theory model
图论模型
1.
Based on the analysis of graph theory model,this paper summarizes the basic conditions of satisfying the graph theory model,suggests the more perfect graph theory model and establishes the concept of module entity and topologic unit loop circuit.
在分析轮系图论模型的基础上,总结了图论模型应满足的基本条件,提出了更完善的图论模型,进而建立了行星单元体和拓扑单元回路的概念。
2.
The graph theory method for solving the electric net problem is suggested,which can be used in the graph theory model for epicyclic gear trains research.
认识到电网与轮系同属于物理系统,提出了解决电网络问题的图论方法可应用于轮系系统化研究的图论模型,并从理论上说明了拓扑图满足基尔霍夫定律。
3.
First we present graph theory model to problem 1, and conclude that the most wells we can use are four old ones, while using the rectangle diagonal method to problem 2, the number comes to six.
本文对钻井布局问题的研究 ,首先给出图论模型对问题 1得出最多可利用 4口旧井 ,井号为 2、4、5、10。
补充资料：intrinsic viscosity
分子式：
CAS号：
性质：又称特性黏度(intrinsic viscosity)，特性黏数(intrinsic viscosity number)。聚合物溶液的黏数在无限稀释情况下的极限值，用[η]表示亦可用无限稀释时对数黏数的极限值表示
CAS号：
性质：又称特性黏度(intrinsic viscosity)，特性黏数(intrinsic viscosity number)。聚合物溶液的黏数在无限稀释情况下的极限值，用[η]表示亦可用无限稀释时对数黏数的极限值表示
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条