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Steady-state moisture diffusion in curved walls, in the absence of condensate flow, via the BEM: a practical Civil Engineering approach (Glaser method)

机译:在没有凝结水流的情况下,通过BEM在弯曲壁中的稳态水分扩散:一种实用的土木工程方法(格拉斯方法)

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摘要

The influence of the curvature radius of curved walls on the condensation patterns across a single panel homogeneous wall is analysed under steady-state conditions. Condensation is defined according to the Glaser approach, which is a practical tool in building design, recommended by the DIN 4108 and prEN ISO 13788 standards. This methodology uses an iterative process, which requires the resolution of temperature equilibrium and several vapour pressure equilibrium problems. Each of these potential problems is solved using the Boundary Element Method (BEM). The iterative process is first implemented and validated by applying it to the definition of condensation patterns across a hollow cylinder, for which the solution is calculated analytically. The BEM is then applied to the curved wall models, identifying the zones where condensation occurs and quantifying the amount of liquid water generated.
机译:在稳态条件下,分析了弯曲壁的曲率半径对跨单板均质壁的冷凝模式的影响。冷凝是根据Glaser方法定义的,该方法是DIN 4108和prEN ISO 13788标准推荐的建筑设计中的实用工具。此方法使用迭代过程,该过程需要解决温度平衡问题和几个蒸汽压平衡问题。使用边界元方法(BEM)解决了这些潜在问题。首先,将迭代过程应用于中空圆柱体上的冷凝模式定义,并对其进行解析,从而对迭代过程进行实施和验证。然后将BEM应用于弯曲的壁模型,确定发生冷凝的区域并量化所产生的液态水量。

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