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首页> 外文期刊>Fluid Phase Equilibria >Exceptionally reliable density-solving algorithms for multiparameter mixture models from Chebyshev expansion rootfinding
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Exceptionally reliable density-solving algorithms for multiparameter mixture models from Chebyshev expansion rootfinding

机译:来自Chebyshev膨胀rootfinding的多道琼布混合模型的异常可靠的密度求解算法

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摘要

Calculation of the density of a mixture for a given temperature, pressure, and composition from multi-parameter Helmholtz-energy-explicit mixture models (often referred to as the GERG formulation) sometimes fails; failures are caused by insufficiently accurate estimations of the density root, but also by insufficiently robust numerical methods that may not converge to the desired density solution. Furthermore, generally only one density solution is located at a time.
机译:计算给定温度,压力和来自多参数亥姆霍兹 - 能量 - 明确混合模型的混合物密度(通常称为Gerg制剂)有时会失败; 故障是由密度根的不充分精确的估计引起的,而且还引起了密度根的估计不充分的稳健数学方法,这些方法可能不会收敛到所需的密度溶液。 此外,通常只有一个密度解决方案是一次性的。

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