2016
DOI: 10.3390/aerospace3040034
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A Two-Temperature Open-Source CFD Model for Hypersonic Reacting Flows, Part One: Zero-Dimensional Analysis

Abstract: A two-temperature CFD (computational fluid dynamics) solver is a prerequisite to any spacecraft re-entry numerical study that aims at producing results with a satisfactory level of accuracy within realistic timescales. In this respect, a new two-temperature CFD solver, hy2Foam, has been developed within the framework of the open-source CFD platform OpenFOAM for the prediction of hypersonic reacting flows. This solver makes the distinct juncture between the trans-rotational and multiple vibrational-electronic t… Show more

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Cited by 44 publications
(23 citation statements)
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“…In hyFoam the species heat capacities are obtained by adding the contributions of the different energy modes [21]. The same is applied for the total energy.…”
Section: Eilmer and Hyfoam: Physical And Numerical Modelingmentioning
confidence: 99%
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“…In hyFoam the species heat capacities are obtained by adding the contributions of the different energy modes [21]. The same is applied for the total energy.…”
Section: Eilmer and Hyfoam: Physical And Numerical Modelingmentioning
confidence: 99%
“…Unfortunately the latter OpenFOAM implementations are not yet fully open-source. The OpenFOAM-based hyFoam 1 and its variant with a two-temperature model hy2Foam [21,22], are solvers developed at the University of Strathclyde with the purpose of studying external aerodynamics in re-entry flows around vehicles characterized by high-temperatures effects.…”
Section: Introductionmentioning
confidence: 99%
“…(27) For a given colliding pair (m, s), the tabulated values of A m,s and B m,s used in this paper can be found in [4]. The collision-limited relaxation time introduced by Park [2] is a function of the average molecular speed,c m , the limited collision cross-section, σ v,m , and the number density of the colliding pair, n m,s .…”
Section: Energy Transfersmentioning
confidence: 99%
“…Vibrational-vibrational (V-V) energy transfer is denoted by Q m, V−V and modelled according to the formulation given by Knab et al [26,27], as described in [4]. In Equation (14), Q h−e , Q m, e−V , and Q e−i stand for the energy exchange between free-electrons and heavy-particles, free-electrons and the vibrational mode, and the vibrational energy removal due to electron impact ionisation, respectively.…”
Section: Energy Transfersmentioning
confidence: 99%
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