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Sensitivity of the Human Comfort Equation and of Free Convection in a Vertical Enclosure as Examples of the Use of Global Sensitivity to Evaluate Parameter Interactions

机译:人体舒适度方程和垂直围护结构中的自由对流的灵敏度,例如使用全局灵敏度评估参数相互作用的示例

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摘要

Many models of engineering and scientific systems involve interactions between and among the parameters, stimuli, and physical properties. The determination of the adequacy of models for predictions and for designing experiments generally involves sensitivity studies. Good designs mandate that the experiments be sensitive to the parameters sought with little interaction between them because such interaction generally confuses the estimation and reduces the precision of the estimates. For design purposes, analysts frequently want to evaluate the sensitivities of the predicted responses to specific variables, but if the variables interact it is often difficult to separate the effects. Global sensitivity is a technique by which one can evaluate the magnitude of the interactions between multiple variables. In this paper, the global sensitivity approach is applied to the human comfort equation and to free convection in a rectangular enclosure. It is found that when occupants are uncomfortable, there is little interaction and that one can predict the effects of changing several environmental conditions at once by adding the separate effects. But when occupants are comfortable, there is a large interaction and the effects cannot be treated separately. Free convective heat transfer in an enclosure is a function of the Rayleigh number Ra and the aspect ratio HI W, and the flow field changes from unicellular to multicellular as, Ra increases. There is a strong interaction for H/W≤ 2 but little for II/W≥ 2.
机译:工程和科学系统的许多模型都涉及参数,刺激和物理特性之间的相互作用。确定用于预测和设计实验的模型是否适当通常涉及敏感性研究。好的设计要求实验对所寻求的参数敏感,并且它们之间几乎没有交互,因为这样的交互通常会混淆估计并降低估计的精度。出于设计目的,分析人员经常希望评估对特定变量的预测响应的敏感性,但是如果变量相互作用,则通常很难将影响分开。全局敏感性是一种可以评估多个变量之间相互作用程度的技术。在本文中,全局灵敏度方法应用于人类舒适度方程和矩形罩中的自由对流。发现当乘员不舒服时,几乎没有相互作用,并且可以通过添加单独的影响来预测改变几种环境条件的影响。但是,当乘员舒适时,会产生很大的相互作用,并且无法单独处理效果。外壳中的自由对流传热是瑞利数Ra和长宽比HI W的函数,并且随着Ra的增加,流场从单细胞变为多细胞。 H /W≤2的相互作用很强,而II /W≥2的相互作用很小。

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