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Investigation of response surface methodology for modelling ventilation rate of a naturally ventilated building

机译:响应面方法对自然通风建筑通风速率建模的研究

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摘要

The response surface methodology (RSM) based on different types of experimental design methods is investigated for modelling ventilation rate of a naturally ventilated building (NVB) as a function of wind speed and direction. As a mathematical modelling method, the RMS is essentially associated with a design of experiment (DOE). In literature few studies have been focused on the verification and validation of different DOE methods and the existing knowledge is insufficient to determine a suitable one for our study. Therefore in this research the traditional DOE methods, including the central composite rotatable design, the factorial design and the modern design method such as the uniform design and the optimal design method, were studied and compared in an application for modelling ventilation rate of an NVB. The response value of each experimental setup, defined as design point, is calculated by Computational Fluid Dynamics (CFD) simulation. The model based on the each DOE method is then built up for comparison. Among those DOE methods, the central composite design performs best in the quadratic models and the optimal design performs best in the cubic models. The RSM models improve very slightly when adding more design points and increasing the order of Taylor polynomial of the RSM models from cubic to higher. The models presented in this paper can be used to predict the ventilation rate of the naturally ventilated livestock building and similarly, the methods can be applied to the development of the approximated mathematical model to a system with more variables.
机译:研究了基于不同类型的实验设计方法的响应面方法(RSM),以自然通风建筑物(NVB)的通风速率随风速和风向的变化进行建模。作为一种数学建模方法,RMS本质上与实验设计(DOE)相关联。在文献中,很少有研究专注于不同DOE方法的验证和确认,并且现有知识不足以确定适合我们的研究的方法。因此,在本研究中,研究并比较了传统的DOE方法,包括中心复合旋转设计,析因设计和现代设计方法(例如均匀设计和最佳设计方法),并将其用于NVB通风率建模的应用中。每个实验设置的响应值(定义为设计点)通过计算流体动力学(CFD)仿真计算得出。然后建立基于每种DOE方法的模型进行比较。在这些DOE方法中,中央复合设计在二次模型中表现最佳,而最佳设计在三次模型中表现最佳。当添加更多的设计点并将RSM模型的泰勒多项式的阶数从三次增加到更高时,RSM模型会稍微改善。本文介绍的模型可用于预测自然通风的牲畜建筑物的通风率,并且类似地,这些方法可用于将近似数学模型开发为具有更多变量的系统。

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