1) lattice network
点阵网络
2) matrix crosspoint switch
矩阵交叉点交换网络
3) network position
网络阵地
1.
It deeply affects our students, and this makes colleges and universities strengthen the construction of network position.
网络普及、学生上网人数的急剧增加 ,以及网络对大学生的深刻影响决定了高校迫切需要加强对学生工作网络阵地的建设 ,建设的核心与重点在于坚固网络阵地基础、健全网络安全保障机制、净化网络文化、倡导网络文明、强化网络法治功能和优化学生工作网络队伍。
4) network matrix
网络矩阵
1.
calculating signal determinant by decomposingnetwork matrix is presented.
提出了通过对网络矩阵进行分块,利用分块矩阵计算符号行列式的原理和算法。
2.
Under the conditions of a comprehensive temperature outside the room known as tz (τ) and the temperature inside the room known as t 0 , this paper derivated a formula calculating the heat amount conducted from both the single shield of wall body having inner and outer air shields and the wall body having multishields, through the use of network matrix, which enables to compute with computers.
将探讨室外综合温度tz(τ)及室内设计温度t0已知前提下,利用网络矩阵导出计算多层墙体及带内外空气层的单层壁体的导热量计算公式,以便上机计算,并为解决复杂的实际供热空调工程问题做好准备。
3.
According to the basic principles of hydromechanics and the electrical network theory, a new method named network matrix approach is presented in this paper to calculate ventilation system.
本文依据流体力学的基本原理和电路中网络理论提出一种新的通风系统计算方法——网络矩阵法。
5) matrix network
矩阵网络
1.
The switch matrix network composed of severals witch arrays is used to complete the automatic access between the radio channels and wire channels.
介绍了利用MCS-51系列单片微机技术,实现对模拟开关阵列集成电路的控制,提出了利用模拟开关阵列集成电路的级联构成交换矩阵网络,完成多条有线电话与多个无线信道之间的自动接续。
6) network node
网络节点
1.
The Localization Technology Based on TDOA for Wireless Sensor Network Nodes;
基于TDOA的无线传感器网络节点定位技术研究
2.
According the speciality of wireless sensor network technology and alarming in intelligent home,we designed an alarming system based on wireless sensor network technology,built the structure picture of alarming system,and designed the network node and software of the alarming system.
方法通过搭建该报警系统结构框图,设计了报警系统的网络节点,利用许可证技术来保证信息的传输准确。
3.
Such design enhances the flexibility of the system and improves the reliability of the network nodes.
此设计增强了系统的灵活性,提高了网络节点的可靠性,结构简单适应于不同应用领域的需求。
补充资料:关联矩阵(见网络图论)
关联矩阵(见网络图论)
incidence matrix
g日onJ旧n iLJ之he门关联矩阵(ineidenee matrix)论。见网络图
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