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Narrow-Band Based Multiscale Full-Spectrum k-Distribution Method for Radiative Transfer in Inhomogeneous Gas Mixtures

机译:非均匀混合气中基于窄带的多尺度全谱k分布辐射传输方法

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The full-spectrum k-distribution (FSK) method has become the most promising model for radiative transfer in participating media since its introduction a few years ago. It achieves line-by-line (LBL) accuracy for homogeneous media with only a tiny fraction of LBL's computational cost. Among the variants of the FSK method for dealing with inhomogeneous media, the multiscale FSK (MSFSK) method not only provides a strategy to treat the inhomogeneity problem by introducing an overlap coefficient, it also accommodates a solution to the so-called mixing problem (mixing of k-distributions for different gas species). The evaluation of MSFSK parameters, however, is tedious and excludes the MSFSK method from practical applications. In this paper a new scheme of evaluating k-distributions and overlap coefficients from a database of narrow-band k-distributions is formulated, treating each gas specie as a single scale. The new scheme makes the MSFSK method efficient and convenient for practical applications, and ready to accommodate nongray absorbing particles (such as soot) in the medium. The method virtually eliminates errors caused by uncorrelatedness due to independently varying species concentrations. It was also found that, in addition, breaking up a gas mixture into gas scales reduces the error caused by temperature inhomogeneities. The mathematical development of the new scheme is described and validated; the concept and the implication of the overlap coefficient are discussed. Sample calculations for inhomogeneous media with step changes in species mole fraction and temperature are performed to demonstrate the accuracy of the new scheme by comparison with LBL calculations.
机译:自几年前引入全光谱k分布(FSK)方法以来,它已成为参与媒体中最有希望的辐射传递模型。它仅使用LBL的一小部分计算成本即可达到均质介质的逐行(LBL)精度。在用于处理非均匀介质的FSK方法的变体中,多尺度FSK(MSFSK)方法不仅提供了一种通过引入重叠系数来处理非均匀性问题的策略,而且还提供了解决所谓的混合问题(混合不同气体物种的k分布的关系)。但是,对MSFSK参数的评估很繁琐,并且在实际应用中排除了MSFSK方法。在本文中,提出了一种从窄带k分布数据库评估k分布和重叠系数的新方案,将每种气体物种视为一个尺度。新方案使MSFSK方法在实际应用中高效便捷,并且可以在介质中容纳非灰色吸收颗粒(例如烟灰)。该方法实际上消除了由于物种浓度独立变化而导致的不相关性引起的误差。还发现,此外,将气体混合物分解成气垢减少了由温度不均匀性引起的误差。描述并验证了新方案的数学开发;讨论了重叠系数的概念和含义。通过对物种摩尔分数和温度的阶跃变化进行非均质介质的样本计算,通过与LBL计算进行比较来证明新方案的准确性。

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