2013
DOI: 10.1088/0963-0252/22/2/025008
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Elaboration of collisional–radiative models for flows related to planetary entries into the Earth and Mars atmospheres

Abstract: The most relevant way to predict the excited state number density in a nonequilibrium plasma is to elaborate a collisionalradiative (CR) model taking into account most of the collisional and radiative elementary processes. Three examples of such an elaboration are given in this paper in the case of various plasma flows related to planetary atmospheric entries. The case of theoretical determination of nitrogen atom ionization or recombination global rate coefficients under electron impact is addressed first. Th… Show more

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Cited by 54 publications
(34 citation statements)
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“…While in the case of high velocity plasma flow, such as a high-velocity plasma flow in arcjet nozzle, the situation is more complicated: the characteristic time associated to the convective derivative D/Dt may decrease sufficiently to give a significant role even for highly excited species. Although the plasma flow is steady, the chemical reactions source term (qn(p)/qt) C,R , may be time dependent [56,57]. Therefore, the calculation of the temporal evolution of the population densities in high velocity plasma flow is needed.…”
Section: The Application Of Collisional-radiative Model On the Analysmentioning
confidence: 99%
“…While in the case of high velocity plasma flow, such as a high-velocity plasma flow in arcjet nozzle, the situation is more complicated: the characteristic time associated to the convective derivative D/Dt may decrease sufficiently to give a significant role even for highly excited species. Although the plasma flow is steady, the chemical reactions source term (qn(p)/qt) C,R , may be time dependent [56,57]. Therefore, the calculation of the temporal evolution of the population densities in high velocity plasma flow is needed.…”
Section: The Application Of Collisional-radiative Model On the Analysmentioning
confidence: 99%
“…These elementary collisional processes take place simultaneously with elementary radiative processes, the list of which is given in [5,6]. The possible self-absorption of radiation by the flow is taken into account through the escape factor due to Holstein [22] for which a Doppler-type broadening has been assumed.…”
Section: Implementation Of the Cr Model Coram-nmentioning
confidence: 99%
“…The general mass balance equation written for each species X j on its excited state i is then reduced to a simple form involving the volume of reference V(t) containing the number X j i of the concerned particles. 33 The number density is therefore ½X j i ¼ X j i =VðtÞ. Due to the total number of species and states considered in CoRaM-AIR, the set of balance equations can be written as the following system of 995 non linear coupled ordinary differential equations:…”
Section: Implementing the High Number Of Elementary Processes Involvementioning
confidence: 99%