首页> 外文期刊>Journal of occupational and environmental hygiene >Headform and N95 filtering facepiece respirator interaction: contact pressure simulation and validation.
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Headform and N95 filtering facepiece respirator interaction: contact pressure simulation and validation.

机译:头模和N95过滤式面罩呼吸器的相互作用:接触压力模拟和验证。

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This article presents a computational and experimental study of contact pressure between six N95 filtering facepiece respirators (FFRs) and five newly developed digital headforms (small, medium, large, longarrow, and short/wide). Contact interaction is simulated using the finite element method and validated by experiments using a pressure mapping system. The headform model has multiple layers: a skin layer, muscle layer, fatty tissue layer, and bone layer. Each headform is divided into five parts (two parts for the cheeks, one part for the upper forehead, one part for the chin, and one part for the back side of the head). Each respirator model comprises multiple layers and two straps. The simulation process has two stages for each respirator/headform combination. The first stage is to wrap the straps around the back of the headform and pull the respirator away from the face. The second stage is to release the respirator so that the respirator moves toward the face. Strap forces and contact interactions are generated between the respirators and the headforms. Meanwhile, a real-time surface pressure mapping system is used to record the pressures at six key locations to validate the computational results. There is a strong correlation between computational and experimental results (R(2) = 0.88). By comparing the pressure values from simulations and experiments, we have validated the simulation models.
机译:本文介绍了六个N95过滤式面罩呼吸器(FFR)与五个新开发的数字头罩(小,中,大,长/窄和短/宽)之间的接触压力的计算和实验研究。接触相互作用是使用有限元方法模拟的,并通过使用压力映射系统的实验进行了验证。头模模型具有多层:皮肤层,肌肉层,脂肪组织层和骨骼层。每个头型分为五部分(两部分用于脸颊,一部分用于上额额,一部分用于下巴,另一部分用于头部后侧)。每个呼吸器型号均包括多层和两条皮带。每个呼吸器/头戴式设备组合的仿真过程都有两个阶段。第一步是将束带缠绕在头模的背面,然后将呼吸器拉离面部。第二阶段是释放呼吸器,使呼吸器移向面部。在呼吸器和头罩之间会产生束带力和接触相互作用。同时,使用实时表面压力测绘系统记录六个关键位置的压力,以验证计算结果。在计算和实验结果之间有很强的相关性(R(2)= 0.88)。通过比较来自仿真和实验的压力值,我们验证了仿真模型。

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