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An Efficient and Accurate Building Optimization Strategy Using Singular Value Decomposition

机译:使用奇异值分解的高效和准确的构建优化策略

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Optimizing the life cycle cost of a building typically involves a large number of variables due to the many options that exist at the time that a building is being designed. Such large-scale optimization problems are often prohibitive within the building industry because of the excessive computational time required by the building energy modeling software; therefore, any optimization studies that are performed during a building design are typically only completed using a small number of variables. To achieve the goal of performing a life cycle building optimization in an acceptable time frame, this paper proposes an accurate and efficient method using singular value decomposition on the design variables. Through the use of singular value decomposition a large number of design variables can be reduced to a smaller subset of design variables that can be solved more quickly by the optimization algorithm. In this paper the authors apply this methodology to a case study of a typical residential building in six separate locations across the U.S. and compare the results with those of the full optimization process over the entire design space.
机译:优化建筑物的生命周期成本通常涉及大量变量,由于在建筑物正在设计时存在的许多选项。由于建筑能源建模软件所需的数量过多,因此在建筑业中,这种大规模优化问题通常在建筑业内持平;因此,在建筑物设计期间执行的任何优化研究通常仅使用少量变量完成。为了实现在可接受的时间范围内执行生命周期建筑优化的目标,本文提出了在设计变量上使用奇异值分解的准确有效的方法。通过使用奇异值分解,大量的设计变量可以减少到较小的设计变量的子集,这些变量可以通过优化算法更快地解决。在本文中,作者将这种方法应用于美国在美国六个独立地点的典型住宅建筑物的案例研究。并将结果与​​整个设计空间的完整优化过程中的结果进行比较。

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