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Determination of the economical insulation thickness of building envelopes simultaneously in energy-saving renovation of existing residential buildings

机译:在确定既有住宅建筑物的节能改造中同时确定建筑物围护结构的经济隔热厚度

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摘要

When the energy saving rate of existing residential buildings renovation is determined, the thermal performances of external walls, windows, and roof interact with each other. Therefore, it is necessary to study the determination of economical insulation thickness of building envelopes considering the interaction among building envelope performances. The objective function and its bound of envelope thermal performance optimization in the energy-saving renovation of existing residential buildings in severe cold and cold zones in China were established. It is the conditional extremum problem and can be solved through Lagrange's method of multipliers to determine the economical insulation thickness of external walls and roofs simultaneously. The method is proved to be feasible by an existing residential building in Beijing. When the same window types are selected, the energy-saving renovation program of the building envelope determined by the Lagrangian optimization method can produce the minimum investment in insulation, minimum investment payback period, and the largest net present value (NPV) of the life cycle.
机译:确定现有住宅建筑的节能率后,外墙,窗户和屋顶的热性能就会相互影响。因此,有必要研究考虑建筑围护结构性能之间相互作用的建筑围护结构经济保温厚度的确定方法。建立了我国严寒寒冷地区既有建筑节能改造中包络热性能优化的目标函数及其边界。这是有条件的极值问题,可以通过拉格朗日的乘数法解决,同时确定外墙和屋顶的经济隔热厚度。北京现有的居民楼证明该方法是可行的。选择相同的窗口类型时,通过拉格朗日优化方法确定的建筑围护结构的节能改造程序可以产生最小的隔热投资,最小的投资回收期以及生命周期的最大净现值(NPV) 。

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