单层轿厢电梯组合交通的一致停站研究

Research on the Coincident Stops of Combined Traffic of Single Floor Elevator

根据电梯客流Poisson分布、Basset公式和相关数学分析原理,研究电梯组合交通一致停站问题。在明确通常交通和层间交通概念的基础上,得出单层轿厢电梯层间交通各种可能停站和一致停站公式,通常交通和层间交通的组合交通的可能停站和一致停站公式,以及它们间的参数关系及麦雷特数(Merit Figue)。为研究电梯运行周期、运行方式和交通模式、一致停站等问题,以及多轿厢电梯系统的运行打下基础。

According to the elevator traffic Poisson distribution,Basset formula and related analysis principles of maths,the problem on the coincident stops of combined traffic of elevators is researched.On the basis of the concept of common traffic and inter-floor traffic,the formulas of the probable stops and coincident stops under inter floor traffic of the single floor elevator,and the formulas of these under the combined traffic from the common traffic and inter-floor traffic,and the parameter relation and Merit Figues of theirs,are arrived at.The fundamental foundation is laid for studying the round trip time,running way and traffic mode,coincident stops special subject,and multiple car elevator system.