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Incorporating Human Interaction into Stair Egress with an Application to Minimum Stair Width

机译:将人机互动纳入楼梯出口并应用最小楼梯宽度

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Recently, this journal published an article (Peacock et al. in Fire Technol 53:845-871, 2017) describing a study done by the National Institute of Standards and Technology's Engineering Laboratory. That article provides a description of data collected during fire drill evacuations of 11 office buildings and 3 residential buildings throughout the United States. A total of 32 stairs were observed. These data were analyzed with two goals in mind: to present the self-exciting Hawkes point process as a means to capture occupant interactions in stair exit processes, and to use this point process representation to derive a minimum stair width determination that compensates for human interaction. By way of accomplishing these goals, it is shown by modeling occupant exit times as a point process more information than flow rate is extracted. This additional information resides in the process's intensity function, i.e., the instantaneous exit rate of occupants through a stair exit, which has units of persons per unit time. For example, it is shown that the following behavior is captured by a Hawkes intensity. When a slow moving occupant on a stair is met, occupants behind either decrease their speed and follow that occupant or move to pass the occupant. Our results indicate that a larger minimum stair width would help accommodate movement in stairs caused by these types of interactions. By modeling the exit process as a Hawkes point process and using hydraulic model equations, we derived a point estimate 1.308m for minimum stair width and a 95% confidence interval [1.193m, 1.334m] bounding minimum stair width, whereas the normative minimum stair width value set by the U.S. building code is 1.12m.
机译:最近,该期刊发表了一篇文章(Peacock等人在Fire Technol 53:845-871,2017)中描述了美国国家标准技术研究院工程实验室所做的一项研究。该文章描述了在全美国11处办公楼和3座住宅楼进行消防演习疏散期间收集的数据。总共观察到32个楼梯。分析这些数据时要牢记两个目标:提出自激式霍克斯点过程,以作为捕获楼梯出口过程中人员交互的一种手段,并使用该点过程表示来得出最小的楼梯宽度确定值,以补偿人类的交互作用。通过实现这些目标,通过将乘员离开时间建模为点流程,可以显示出比流量更多的信息。此附加信息位于过程的强度函数中,即,人员通过楼梯出口的瞬时出口率,该出口每单位时间具有人的单位。例如,示出了以下行为被霍克斯强度捕获。当遇到楼梯上缓慢移动的乘员时,身后的乘员要么降低其速度并跟随该乘员,要么移动以通过乘员。我们的结果表明,较大的最小楼梯宽度将有助于适应由这些类型的交互作用导致的楼梯移动。通过将出口过程建模为霍克斯点过程并使用水力模型方程,我们得出最小台阶宽度的点估计1.308m和最小台阶宽度的95%置信区间[1.193m,1.334m],而标准最小台阶美国建筑法规设定的宽度值为1.12m。

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