1) cocellularity
余胞腔度
1.
Remarks on density and cocellularity of L-topological space;
关于L-拓扑空间的浓度与余胞腔度的注
2) Cell
[英][sel] [美][sɛl]
胞腔
1.
A new cell discarded condition of the cell exclusion algorithms is proved for finding all solutions of optimization problems.
对求优化问题全部解的胞腔排除法 ,给出了一类新的胞腔排除条件 ,并证明了算法的复杂度为 O(log 1ε) (其中ε<0为精度要求 ) ,扩充了胞腔排除法的应用范围。
3) yuyɑoqiɑng
余姚腔
4) redundancy
[英][rɪ'dʌndənsi] [美][rɪ'dʌndənsɪ]
余度
1.
Design and experiment of double redundancy electrical-mechanical actuator;
双余度电动作动器电气设计与实验
2.
Research on Redundancy Control System of BLDCM;
无刷直流电动机余度控制技术
3.
Triplex-redundancy control system for direct-drive-valve;
三余度直接驱动阀驱动控制系统
5) redundant
[英][rɪ'dʌndənt] [美][rɪ'dʌndənt]
余度
1.
The method simulates the kill events of single vulnerable components and multiply vulnerable components or redundant components to ‘Model of Filling Boxes with Balls’, in which the area of each box is equal to the component’s vulnerable area.
将飞机单一易损部件及多重易损部件(余度部件)的杀伤事件模拟成‘放球入盒模型’,每个盒子面积大小对应于每个部件的易损面积。
2.
This thesis gives a low cost solution based on CAN bus for redundant flight control system through performance analysis of Fieldbus Technology, which is a popular technology in automation field in recent years.
余度飞行控制系统的价格昂贵限制了其应用范围,如何降低其成本是航空领域一个亟待解决的问题。
6) lumen
[英]['lu:mən] [美]['lumən]
细胞腔
1.
A technique for forcing fillers into lumens of reed fibers through pits was studied.
利用高速搅拌的方法通过纹孔将填料加入芦苇纤维细胞腔，研究了影响加填的一些主要因素及加填后纸页的物理性质和光学性质。
2.
Solutions of two different salts were injected into the lumens of reed fibers,where they reacted and formed precipitates within the inner wall.
研究了两种可溶性盐在芦苇纤维的细胞腔内相遇生成难溶盐并沉积在细胞腔内的一种新的加填技术。
3.
A technique for forcing fillers into the lumens of reed fibers through pits was studied, Precipitated BaSO 4 and natural ground CaCO 3 as suspension of ultrafine particles were passed through the pits of reed fibers by means of high speed stirring and mixing.
利用高速搅拌的方法研究了通过纹孔将填料加入芦苇纤维细胞腔的技术。
补充资料：胞腔空间
胞腔空间
cellular space
、、*翩怂竺桥的同维数的单纯空间.胞腔空间{cellular sPa沈;~~呵珍口户~l 一个具有CW复形(CW一。。mplex)结构的Hausdorff空间.例如，每一个单纯空间(simPlidalsPace)是胞腔空间.反之，对任意胞腔空间，都存在一
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