1) reduce stopping time
诱导停时
2) Parking Guidance
停车诱导
1.
Optimization of PGI Signs Location Determination on the Base of Parking Guidance Behavior Survey;
基于停车诱导行为调查的停车诱导显示屏选址优化
2.
Research on information processing in parking guidance system;
停车诱导系统中信息处理技术的研究
3.
Study on the Design Method of Parking Guidance System in Big City;
大城市停车诱导系统设计方法的研究
3) parking guidance ratio
停车诱导率
1.
Taking the locations of parking guidance sign boards,parking guidance ratio,road traffic status and change characteristics of available parking space into account,the parking space display of all parking guidance sign boards in the guidance zones was optimized during a certain display time section by the model.
在考虑停车诱导率的基础上,综合考虑停车诱导信息板在路网中所处位置、道路交通状况和停车泊位的变化趋势等影响因素,以进入诱导区域内所有停放车辆到达停车场的车公里数(vehicle kilometers of travel,VKT)最小为目标,建立了停车诱导信息板泊位状况显示优化模型。
4) induction time
诱导时间
1.
Reaction mechanism between surfactant and induction time of gas hydrate formation;
表面活性剂对气体水合物生成诱导时间的作用机理
2.
Dischmination of the definition of induction time in gas hydrate formation;
气水合物形成时的诱导时间定义辨析
3.
Influence of "memory effect" on induction time of gas hydrate formation;
“记忆效应”对瓦斯水合物生成诱导时间的影响
5) inducing time
诱导时间
1.
The effect of inducing time, inducing temperature, concentration of IPTG and concentration of cells (OD600) on fermentation of E.
coli BL21/pET-DsbA-MalQ发酵产酶条件,通过进行诱导时间﹑诱导温度﹑IPTG的浓度﹑诱导前菌液浓度(OD600)等因素梯度实验,研究各因素对发酵产酶的影响。
2.
The results showed that three factors including induction starting time, IPTG concentration and inducing time,and their interactions all had significant effects on expression of recombinant FaeG(P <0.
响应面分析结果表明:不同的诱导时机、IPTG浓度及诱导时间对目的蛋白表达量均有显著影响(P<0。
6) induction period
诱导时间
1.
Effects of temperature and supersaturation on the induction period and nucleation of ammonium tetramolybdate were studied.
测量了不同温度和不同过饱和比下硝酸酸沉四钼酸铵过饱和溶液的成核诱导时间,讨论了温度及过饱和比对成核诱导时间和成核速率的影响。
补充资料：停时
停时
stopping time;
停时[咖lpl啾山祀;oc拙10训BpeM”」[fI、注】设抓，作T，是可测空间(measulable sPilce)(。，劝上的非减子a代数族，此处T是【0，田」中的一区问或{0，1，…}日{刃}的一子集，则停时(‘一J这一子代数族相关的)是一个映射(随机变量(，:川由mva‘able))::。，T日{的}，使得 {T(‘。)簇弓〔心，对一l)Jt任T成立.这一随机变量也称为可选随机变量(oPtiontll rdndom vdriable).这一条件解释为时间值随机变量t不具有未来的知识，因为a代数式概括了“直到时刻t的随机事件”.许多停时由“在该时刻给定的事件被首次观察到”产生.例如，随机过程X(t)首次进人(firstti服of entry)集合A(击中11、」(Ilitti一19 time)).在俄文文献中术语Map劝。时tMarkovmon祀11t，Markovtime)常用来表示停时.有时也见到术语非预料时(11on一anticipating tin犯).停时在最优停止问题(optiTnal stopping problenl)中自然会出现.例如，见【A4].
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