2002
DOI: 10.1088/0963-0252/12/1/304
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On the differences between ionizing helium and argon plasmas at atmospheric pressure

Abstract: In this paper the electron density and temperature of atmospheric helium and argon plasmas operated under similar experimental conditions are compared. The conditions are chosen such that both plasmas are ionizing. It is found that a helium plasma has a higher electron temperature and a lower electron density than an equi-operational argon plasma, i.e. an argon plasma that is operated at the same external conditions. This is mainly caused by the higher excitation potential of the first excited state and the lo… Show more

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Cited by 73 publications
(83 citation statements)
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“…Since n e values are for r = 0, we divided the value by 1.64 assuming a Bessel-like profile. For the value of C, we used R * = 3 mm, λ h = 0.0178 W(mK) −1 [26] and S heat = 6.7×10 −19 m 3 s −1 based on the work of references [27][28][29]. It can be seen that the agreement between theory and experiment is reasonable and falls in between the error bars.…”
Section: Discussionmentioning
confidence: 99%
“…Since n e values are for r = 0, we divided the value by 1.64 assuming a Bessel-like profile. For the value of C, we used R * = 3 mm, λ h = 0.0178 W(mK) −1 [26] and S heat = 6.7×10 −19 m 3 s −1 based on the work of references [27][28][29]. It can be seen that the agreement between theory and experiment is reasonable and falls in between the error bars.…”
Section: Discussionmentioning
confidence: 99%
“…In contrast to n e and T g obtained experimentally, the densities of ions (Ar + and Ar 2 + ) and excited states (Ar(4s) and Ar(4p)) are determined by solving the charge neutrality equation and the balance equations for Ar 2 + , Ar(4s) and Ar(4p) while T e stems from the balance equation of electrons [37,46] …”
Section: Balance Equations For the Modelmentioning
confidence: 99%
“…The electron-neutral collision frequency, ν m , in Equations 26 and 27 is a function of the neutral density and electron temperature. ν m is calculated using the equations given by Jonkers et al 30 In the model, the neutral density, N, is evaluated by:…”
Section: Model Descriptionmentioning
confidence: 99%