物理
先验与后验
跨音速
翼型
解算器
热力学过程
空气动力学
灵敏度(控制系统)
统计物理学
流量(数学)
计算流体力学
机械
热力学
材料性能
数学优化
数学
认识论
哲学
电子工程
工程类
作者
Paola Cinnella,Pietro Marco Congedo,Valentino Pediroda,Lucia Parussini
出处
期刊:Physics of Fluids
[American Institute of Physics]
日期:2011-11-01
卷期号:23 (11)
被引量:25
摘要
The paper investigates the sensitivity of numerically computed flow fields to uncertainties in thermodynamic models for complex organic fluids. Precisely, the focus is on the propagation of uncertainties introduced by some popular thermodynamic models to the numerical results of a computational fluid dynamics solver for flows of molecularly complex gases close to saturation conditions (dense gas flows). A tensorial-expanded chaos collocation method is used to perform both a priori and a posteriori tests on the output data generated by thermodynamic models for dense gases with uncertain input parameters. A priori tests check the sensitivity of each equation of state to uncertain input data via some reference thermodynamic outputs, such as the saturation curve and the critical isotherm. A posteriori tests investigate how the uncertainties propagate to the computed field properties and aerodynamic coefficients for a flow around an airfoil placed into a transonic dense gas stream.
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