MATHEMATICAL MODELING OF THERMAL EFFICIENCY OF BUILDING EN-VELOPE OF MULTI-STOREY BUILDINGS WITH ACCOUNT OF INDIVIDUAL INSULATION

A. Ganzha, L. Semenenko, Yu. Bronevskyi, Yu. Savraieva
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Abstract

At present, the problem of general thermal modernization of building envelopes is given much attention both at the level of scientists and consumers. This is one of the effective ways to reduce natural gas consumption, reduce the negative impact on the environment, maintain and improve comfortable indoor conditions. Over the last decade, the population has rapidly begun to insulate their homes in order to raise the indoor air temperature to a comfortable level in the multi-storey residential sector. Due to insufficient attention of the authorities in the housing and communal sector, the lack of scientific research and widespread public awareness, there is a massive thermal insulation of building by residents of multi-store buildings within their own apartments. But the study of thermal processes that occur in individual thermal insulation of enclosing structures is currently not fully completed. Therefore, in the context of significant increases in gas and electricity prices, this problem is relevant. In the study was carried out mathematical modeling of a fragment of a partially insulated wall of an enclosing structure with determination of heat flux by solving a three-dimensional differential equation of thermal conductivity with boundary conditions of II, III and IV kind and distribution of characteristics of building structures and insulation. These results can be used in the analysis of the efficiency of insulation of the building taking into account the fragmentary insulation and of comparison with systemic thermal modernization. As a result of modeling, the three-dimensional temperature fields of wall surfaces, are determined, there are additional heat fluxes (thermal bridges), which are not considered in the simplified one-dimensional calculation. In one-dimensional calculation, the heat flux from the wall is reduced by 2.43 times during insulation. Taking into account the total heat flow from the side surfaces near the window (thermal bridges) and system insulation - by 1.75 times. With fragmentary insulation and considering the total heat flux from the side surfaces near the window - by 1.6 times. The next stage of calculations is the determination of the actual air temperatures in the premises of a multi-storey building considering the actual condition of enclosing structures and heating systems, heaters, mode parameters of the coolant and outdoor air parameters. The methods and means of this analysis can take into account the final data of heat loss adjustment after the mathematical modeling presented in this paper. In consequence, the results will be taken into account in the projects of thermal modernization of buildings, reconstruction of heating systems, rational placement of sources, selection of equipment and regulation of devices.
考虑单体保温的多层建筑外墙热效率数学建模
目前,建筑围护结构的整体热力现代化问题受到了科学家和消费者的高度关注。这是减少天然气消耗,减少对环境的负面影响,保持和提高室内舒适条件的有效途径之一。在过去的十年中,为了将多层住宅的室内空气温度提高到舒适的水平,人们迅速开始对房屋进行隔热。由于住房和公共部门当局的重视不足,缺乏科学研究和广泛的公众意识,多层楼的居民在自己的公寓内进行了大量的建筑保温。但是,对单个围护结构保温过程的热过程的研究目前还没有完全完成。因此,在天然气和电力价格大幅上涨的背景下,这个问题是相关的。本文通过求解边界条件为II、III和IV的三维导热系数微分方程,对围护结构部分绝热墙体残片进行数学建模,确定热流密度。这些结果可用于考虑零碎保温的建筑保温效率分析和与系统保温现代化的比较。由于建模结果确定了墙体表面的三维温度场,存在额外的热流(热桥),这在简化的一维计算中没有考虑。在一维计算中,保温时墙体的热流密度降低了2.43倍。考虑到靠近窗户的侧面(热桥)和系统隔热的总热流- 1.75倍。考虑零碎的隔热,并考虑靠近窗户侧面的总热流- 1.6倍。计算的下一阶段是确定多层建筑内的实际空气温度,考虑到封闭结构和供暖系统、加热器、冷却剂的模式参数和室外空气参数的实际情况。本文所采用的分析方法和手段可以考虑经数学建模后的最终热损失调整数据。因此,结果将考虑到建筑的热现代化项目,供暖系统的重建,资源的合理安置,设备的选择和设备的调节。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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