1961
DOI: 10.1103/physrev.123.25
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Light as a Plasma Probe

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Cited by 206 publications
(63 citation statements)
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“…This method has been used in many laboratories [21]- [25] since Baranger and Mozer suggested in 1961 using the high-frequency Stark effect as a diagnostic tool to study the frequency and strength of the electrostatic fluctuations in a plasma [25]. We choose the four energy-level system (3lP, 3lD, 2lP, 2lS) of helium I for spectroscopic measurement.…”
Section: Electric Field Measurementmentioning
confidence: 99%
“…This method has been used in many laboratories [21]- [25] since Baranger and Mozer suggested in 1961 using the high-frequency Stark effect as a diagnostic tool to study the frequency and strength of the electrostatic fluctuations in a plasma [25]. We choose the four energy-level system (3lP, 3lD, 2lP, 2lS) of helium I for spectroscopic measurement.…”
Section: Electric Field Measurementmentioning
confidence: 99%
“…The Doppler shifts can be readily removed by measuring the Doppler shifts of emission lines originating from nearby levels of the same element that are not significantly Stark shifted and subtracting these shifts from the Stark sensitive line shifts. The second technique to measure electric fields is to measure the intensity of electric field enhanced forbidden transitions relative to nearby allowed transitions of the same element (Baranger and Mozer, 1961). The ratio of these line intensities is a direct measure of the electric field strength in the plasma while frequency measurements can be performed if satellite lines appear about the forbidden and allowed transitions (Baranger and Mozer, 1961;Cooper and Ringlet, 1969;and Davis, 1972).…”
Section: Electric Field Measurementsmentioning
confidence: 99%
“…In laboratory plasmas, Langmuir oscillations have for instance been observed as they were excited by electron beams interacting with the plasma [19]. The effect of Langmuir waves on hydrogen Stark profiles has been discussed for a long time in different types of plasmas [4,6,20,21]. In this context simple models for the Langmuir field are given by [20] − → E L (t) = − → E p cos(ω p t + ϕ) , where ω p is the electron plasma frequency, or by [4,5] −…”
Section: Effect Of Langmuir Wavesmentioning
confidence: 99%