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Mathematical modeling of optical glazing performance

机译:光玻璃能表现的数学建模

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摘要

Mathematical modelling can be a powerful tool in the design and optimalization of glazing. By calculation, the specifications of a glazing design and the optimal design parameters can be predicted without building costly prototypes first. Furthermore, properties which are difficult to measure, like for instance solar and visible light properties for oblique or diffuse irradiation, can be determined accurately by calculation. At the TNO Institute of Applied Physics, a glazing model for simulation and optimalization is being developed, which allows to determine according to international standards, glazing specifications, ranging from optical properties (solar energy, visible light, color appearance) to thermal properties (U-value, thermal shock resistance, fire control properties). The model is connected to a data base containing optical constants and other properties of glasses, coatings and other materials, used in glazing. The paper discusses the Glazing Model which consists of an Optical Transfer Model simulating the optical behavior, and a Thermal Transfer Model which simulates the thermal behavior. The paper gives an overall description of the Glazing Model. A detailed description is given of the matrix formulation which forms the basis for the optical transfer model. An example of a spectrally selective double glazing illustrates how the model works. Present and future developments are also discussed.
机译:数学建模可以是设计和最佳玻璃窗的强大工具。通过计算,可以先预测玻璃窗设计和最佳设计参数的规格,而无需建立昂贵的原型。此外,可以通过计算精确地确定难以测量的性质,例如用于倾斜或漫射照射的可见光性能。在应用物理学研究所,正在开发一种用于仿真和最高效的玻璃模型,允许根据国际标准,玻璃规格,从光学性质(太阳能,可见光,颜色外观)到热性质(U. -Value,耐热防震,防火性能)。该模型连接到包含用于玻璃的光学常数和玻璃,涂层和其他材料的其他性质的数据库。本文讨论了模拟光学行为的光学传输模型的玻璃模型,以及模拟热行为的热传输模型。本文给出了玻璃模型的整体描述。给出了形成光学传输模型的基础的基质制剂的详细描述。光谱选择性双玻璃的示例说明了模型如何工作。还讨论了现在和未来的发展。

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