1994
DOI: 10.1109/27.310652
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Langmuir probe characteristics in a high pressure plasma in the presence of convection and ionization

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Cited by 11 publications
(14 citation statements)
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“…[16][17][18] A simple calculation using a particle number density of 10 13 cm Ϫ3 and a Coulomb collision cross section of 10 Ϫ12 cm 2 for singly charged species at a temperature of 0.5 eV, 19 typical of our experimental conditions 5 cm from target, shows that the Langmuir probe operates under collisionless-sheath conditions, where it has been shown that the I/V characteristics of a Langmuir probe can be approximated to those of a static, nonflowing plasma, provided the root-mean-square thermal electron velocity, v rms , in the vicinity of the probe is at least three times greater than the local flow velocity, v f . 16 It can be shown that the ratio R ϭv rms /v f is approximately invariant in time at a given position in a flow resulting from a self-similar, adiabatic expansion and is given by Rϳ(/s)ͱ(3kT e )/m e , where s is the distance of the probe from the source of the expansion, , is the arrival time of plasma at the probe, and T e is the electron temperature of the plasma ͑assumed isothermal͒ at this time.…”
Section: Probe Theoriesmentioning
confidence: 99%
“…[16][17][18] A simple calculation using a particle number density of 10 13 cm Ϫ3 and a Coulomb collision cross section of 10 Ϫ12 cm 2 for singly charged species at a temperature of 0.5 eV, 19 typical of our experimental conditions 5 cm from target, shows that the Langmuir probe operates under collisionless-sheath conditions, where it has been shown that the I/V characteristics of a Langmuir probe can be approximated to those of a static, nonflowing plasma, provided the root-mean-square thermal electron velocity, v rms , in the vicinity of the probe is at least three times greater than the local flow velocity, v f . 16 It can be shown that the ratio R ϭv rms /v f is approximately invariant in time at a given position in a flow resulting from a self-similar, adiabatic expansion and is given by Rϳ(/s)ͱ(3kT e )/m e , where s is the distance of the probe from the source of the expansion, , is the arrival time of plasma at the probe, and T e is the electron temperature of the plasma ͑assumed isothermal͒ at this time.…”
Section: Probe Theoriesmentioning
confidence: 99%
“…Simple in principle, the interpretation of the data it provides is rather complicated, because no simple and comprehensive underlying theory exists. Up to relatively recent years, Langmuir probes have been limited to collisionless plasmas and to ion current collection, but in more recent years they have been successfully applied to the characterization of (i) "denser" (higher pressure) plasmas where the effect of collisions become dominant [72,73], and (ii) "higher" degree of ionization (non weakly-ionized plasmas) [74,75] or (iii) of systems in which the plasma flow must be considered [76][77][78], possibly considering the cooling effects on the measured parameters [77,79]. Also, the extension to the collection of electronic currents has been developed in the last decade [80], [81].…”
Section: Introductionmentioning
confidence: 99%
“…The book by Swift and Schwar [65] underlines the difficulties when dealing with "high" pressure plasmas, where the effect of collisions makes the interpretation of the characteristic curve rather involved if not impossible [86]. Furthermore, the impressive number of publications by Clements and Smy [78,79,82,91,[111][112][113][114][115][116][117] while apparently covering a broad range of experimental conditions, are mostly limited to the study of flame plasmas. These are characterized by electron temperatures varying from 1,500 K to 3,000 K, and in which the electron density does not exceed 10 18 m -3 , some four orders of magnitude below the regimes dealt with in this work, although Smy [84,118], and Smy and Noor [118], mention charge density up to 10 20 -10 23 m -3 .…”
Section: Introductionmentioning
confidence: 99%
“…These included, for example, the work of McLathy and Smith [9] concerned mainly with the effect of flowing plasma and that of Clements, Smy et al [10,11], who performed a detailed analysis of the effect of the flame plasma density on the measured currents of various charged particles and who were concerned with the specific properties of the plasma sheath in the flame. These included, for example, the work of McLathy and Smith [9] concerned mainly with the effect of flowing plasma and that of Clements, Smy et al [10,11], who performed a detailed analysis of the effect of the flame plasma density on the measured currents of various charged particles and who were concerned with the specific properties of the plasma sheath in the flame.…”
Section: Introductionmentioning
confidence: 99%
“…Several important works were published in the nineteen nineties, dealing in detail with single probe measurements in a flame and describing new theoretical approaches. These included, for example, the work of McLathy and Smith [9] concerned mainly with the effect of flowing plasma and that of Clements, Smy et al [10,11], who performed a detailed analysis of the effect of the flame plasma density on the measured currents of various charged particles and who were concerned with the specific properties of the plasma sheath in the flame. The theory of saturated currents was studied, for example, by Benilov and Rogov [12].…”
Section: Introductionmentioning
confidence: 99%