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1)  full-stove time
满仓时间
2)  time satisfaction
时间满意
1.
This paper defined the time satisfaction function and presented the Time-Satisfaction-Based Covering Location Problem(TSBCLP) which is more general than the classical set covering location problem.
利用时间满意度函数,从顾客角度考虑覆盖半径,从企业角度考虑覆盖比例,提出了比传统集覆盖问题更一般的基于时间满意的覆盖选址问题。
2.
The paper establishes the function relationship between the custo mer satisfaction with waiting time and the delivery distance from a logistics fa cility cite to the customer s cite,describes the curve fitting methods and pri nciples for time satisfaction function and finally,taking set covering location problem as an example,explains the application of time satisfaction function.
建立了顾客对等待时间的满意度与物流设施和需求点间的距离之间的函数关系,描述了时间满意度函数的拟合方法并给出了函数的拟合原则,最后以集覆盖问题为例说明了时间满意度函数的应用。
3.
In the light of this,the paper defines the time satisfaction function and presents the time-satisfaction-based set covering location problem(TSBSCLP),which is more general than the classical set covering location problem.
针对这一特点,对时间满意度函数进行了定义,从顾客角度考虑覆盖半径,从企业角度考虑覆盖比例,提出比传统集覆盖问题更一般的基于时间满意的覆盖选址问题。
3)  time expiration
期满时间
4)  Times are too rough.
时间太仓促。
5)  Time Satisfaction
时间满意度
1.
Research on logistics siting problem in logistic distribution center based on time satisfaction;
基于时间满意度的物流配送中心选址问题研究
2.
In the thesis, we set up maximal covering location model of emergency location problem based on time satisfaction degree.
本文以时间满意度为目标,建立了应急医疗设施选址问题的时间满意度覆盖模型,针对地震中应急医疗设施选址问题,采用了混合粒子群优化算法求解,并结合算例说明了求解过程。
3.
A multi-objective stochastic chance cons-trained programming model based on time satisfaction is proposed for integrative logistics network,the model can solve location selection of manufactories and logistics centers,and flow allocation between facilities under time satisfaction and stochastic environment.
针对一体化物流网络结构,建立了基于时间满意度的多目标随机机会约束规划模型,可以解决在时间满意度和随机环境下制造工厂、物流中心的选址以及各设施间的流量分配问题,并将随机机会约束规划模型转化为确定性模型求解。
6)  full queue time
满队列时间
1.
Buffer performance of queue and full queue time are transformed into linguistic values.
依据队列的缓冲区占用率,以及满队列时间作为语言变量输入,建立拥塞控制模型,通过模糊推理计算数据包的丢弃率。
补充资料:常满仓
1.王莽所建仓名。
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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