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arXiv 1712.02431physics.flu-dyn
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跨临界真实流体模拟混合过程的数值分析

Numerical analysis on mixing processes for transcritical real-fluid simulations

Peter C. Ma, Hao Wu, Daniel T. Banuti, Matthias Ihme

摘要:

跨临界真实流体流动的精确和鲁棒模拟对于许多工程应用至关重要。扩散界面法是常用的方法,已有几种数值格式用于模拟跨临界流动。这些格式可分为完全保守格式和拟保守格式。在这项研究中开发的自适应计划,这是一个混合的两个。通过考虑几个数值试验的情况下,不同的计划预测明显不同的混合行为。结果表明,混合过程遵循等压绝热和等压等容混合模型完全和准保守计划,分别和自适应计划产生的混合行为,跨越两个模型。不同的混合行为是数值扩散而不是物理扩散的结果,可以归因于数值空间分辨率不足。这项工作提供了一个更好的理解解释的数值模拟结果和混合模型,通常用于研究跨临界流。

英文摘要:

The accurate and robust simulation of transcritical real-fluid flows is crucial for many engineering applications. Diffused interface methods are frequently employed and several numerical schemes have been developed for simulating transcritical flows. These schemes can be categorized into two types, namely fully conservative and quasi-conservative schemes. An adaptive scheme which is a hybrid of the two is developed in this study. By considering several numerical test cases, it is shown that different schemes predict distinctly different mixing behaviors. It is shown that the mixing processes follow the isobaric-adiabatic and isobaric-isochoric mixing models for fully and quasi-conservative schemes, respectively, and the adaptive scheme yields a mixing behavior that spans both models. The distinct mixing behaviors are a consequence of numerical diffusion instead of physical diffusion and can be attributed to insufficient numerical spatial resolution. This work provides a better understanding on the interpretation of numerical simulation results and the mixing models that are commonly used to study transcritical flows.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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