2017
DOI: 10.1088/1361-6595/aa80fa
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Electron neutral collision frequency measurement with the hairpin resonator probe

Abstract: Abstract. Electron neutral collision frequency is measured using both grounded and floating hairpin resonator probes in a 27 MHz parallel plate capacitively coupled plasma (CCP). Operating conditions are 0.1-2 Torr (13.3-267 Pa) in Ar, He, and Ar-He gas mixtures. The method treats the hairpin probe as a two wire transmission line immersed in a dielectric medium. A minimization method is applied during the pressure and sheath correction process by sweeping over assumed collision frequencies in order to obtain t… Show more

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Cited by 17 publications
(16 citation statements)
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“…The electron densities under plasma conditions were calculated from the shift in frequency of the resonance peak, using the iterative method described by Piejak et al Corrections for the sheath and for electron collisions were made using the formulas proposed by Sands et al and the step-front sheath model from ref to estimate the sheath width. The electron-neutral collision frequency was calculated with the method proposed by Peterson et al The collision frequencies derived from the fitting of the Lorentzian profile of the resonance peak are in fair agreement with tabulated values for different gases given in ref .…”
Section: Methodssupporting
confidence: 69%
“…The electron densities under plasma conditions were calculated from the shift in frequency of the resonance peak, using the iterative method described by Piejak et al Corrections for the sheath and for electron collisions were made using the formulas proposed by Sands et al and the step-front sheath model from ref to estimate the sheath width. The electron-neutral collision frequency was calculated with the method proposed by Peterson et al The collision frequencies derived from the fitting of the Lorentzian profile of the resonance peak are in fair agreement with tabulated values for different gases given in ref .…”
Section: Methodssupporting
confidence: 69%
“…No matter what dimensions of the hairpins we choose, our Q values are below 100 when the resonant frequencies are higher than 8.0GHz. The hairpins reported by Sands et al [6] and Peterson et al [5] have Q > 100, but their resonant frequencies fall in the range of 2.0 -3.1GHz. The compromise of accuracy is unavoidable when pursuing higher measurable frequencies.…”
Section: Fig 5 Comparison Of Hairpins With Dimensions Given Inmentioning
confidence: 92%
“…The hairpin is sensitive to changes of multiple parameters of plasma. For example, due to its behavior at higher pressures, it can be used to measure the collision frequency in moderate pressure plasma (1 -10Torr) [5]. When it measures the electron density in the higher pressure (>1 Torr), a collisional correction is put forward [6].…”
Section: Introductionmentioning
confidence: 99%
“…where e¢ and e represent the real and imaginary part of the dielectric constant, respectively. 28) So, the Q-factor of plasma, Q plasma is expected to decrease with increasing pressure and has less than w n / . However, precise calculation of the Q plasma is difficult because it is affected by additional dissipation through collisionless heating and poor antenna coupling.…”
Section: Plasma System As a Loadmentioning
confidence: 99%