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WSGG correlations based on HITEMP2010 for gas mixtures of H_2O and CO_2 in high total pressure conditions

机译:基于HITEMP2010的WSGG在高总压条件下对H_2O和CO_2混合气的相关性

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摘要

This study presents weighted-sum-of-gray-gases (WSGG) model coefficients for mixtures of H2O and CO2with fixed mole ratio of 2/1 for high total pressure conditions. The mole ratio represents typical products of stoichiometric combustion of methane in air, which has received significant attention for high pressure applications. The coefficients are based on HITEMP2010 database, and are valid for path-lengths ranging from 0.01 to 30 m, temperatures varying from 400 to 2500 K, and total pressures of 1.0, 2.0, 5.0, 10, 20, and 40 atm. As a first validation of the WSGG model, a comparison with benchmark line-by-line (LBL) total emittance is presented, showing accurate results. Total emittance is shown to have significant pressure dependence, which emphasizes the importance of generating WSGG coefficients fitted to high pressure emittance values. To better assess the model accuracy, calculations for radiative heat flux and volumetric source are performed for two one-dimensional test cases, considering nonisothermal, homogeneous and non-homogeneous conditions. Results show acceptable deviations from the LBL solution for the homogeneous case, with even lower deviations for the non-homogeneous case, as long as the ratio between the species is fixed at 2/1. The effect of pressure is also significant on both radiative heat flux and volumetric source, while its behavior shows that interpolation is a good alternative to obtain WSGG solutions for intermediate pressures.
机译:这项研究提出了在高总压力条件下,H2O和CO2的混合气体的灰气体加权模型系数(WSGG),固定摩尔比为2/1。摩尔比代表甲烷在空气中化学计量燃烧的典型产物,在高压应用中已引起了极大关注。该系数基于HITEMP2010数据库,适用于路径长度范围为0.01至30 m,温度范围为400至2500 K,总压力为1.0、2.0、5.0、10、20和40 atm的情况。作为对WSGG模型的首次验证,提出了与基准逐行(LBL)总发射率的比较,显示了准确的结果。已显示总发射率具有显着的压力依赖性,这强调了生成适合高压发射率值的WSGG系数的重要性。为了更好地评估模型的准确性,考虑了非等温,均质和非均质条件,对两个一维测试用例进行了辐射热通量和体积源的计算。结果表明,对于同质情况,与LBL解的偏差是可以接受的,对于非同质情况,只要物种之间的比率固定为2/1,偏差甚至更低。压力对辐射热通量和体积源的影响也很明显,而其行为表明,插值法是获得WSGG中压解决方案的良好选择。

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