Abstract:The electron density at the axis, the electron temperature and the electric field strength of the positive column of low-pressure Hg/Ne discharges have been measured using electrostatic probes. The measurements have been carried out for discharge currents between 0·1 and 0·8 A, noble gas pressures between 0·3 and 10 Torr, tube wall temperatures in the range of 13-70°C, and an inner tube radius of 18 mm. The addition of argon to neon as a filling gas has also been studied.By computing the volume and wall losses… Show more
“…A zero-order Bessel profile will be taken for f(F) as is usually found in low-pressure discharges (see e.g. Verbeek andDrop 1974, Cherrington 1979). In the case of skin depths smaller than R. the actual profile will deviate from a Bessel profile.…”
A method is described for the determination of current, power, electrical conductivity and the electric and magnetic field strengths in electrodeless inductive low-pressure gas discharges. A transformer model for discharge and induction coil is derived from Maxwell's equations. The method is applied to a low-pressure argon-mercury discharge excited between 3 and 8 MHz.
“…A zero-order Bessel profile will be taken for f(F) as is usually found in low-pressure discharges (see e.g. Verbeek andDrop 1974, Cherrington 1979). In the case of skin depths smaller than R. the actual profile will deviate from a Bessel profile.…”
A method is described for the determination of current, power, electrical conductivity and the electric and magnetic field strengths in electrodeless inductive low-pressure gas discharges. A transformer model for discharge and induction coil is derived from Maxwell's equations. The method is applied to a low-pressure argon-mercury discharge excited between 3 and 8 MHz.
“…To check the efficiency of the proposed method, results of [25][26][27], where electrokinetic and optical characteristics of a positive column of a gas discharge in the mixture of mercury vapour and a rare gas were studied, were used. Figure 5(a) presents results of measurements and calculations of electron concentration n e , electron temperature kT e (kT e = (2/3) ε ) and efficiency η of a fluorescent lamp (bold and dashed lines) in dependence on the pressure of a rare gas for a dc discharge in the mixture of mercury vapour and neon [26]. The same figure also presents results of calculation of these characteristics with the help of similarity laws (solid lines) by using measured dependences of these characteristics on the mercury atom concentration N o and electric current i.…”
Section: External Corresponding Parameters Combination Of Z 1 and Zmentioning
confidence: 99%
“…There is good coincidence between experimental and calculated data. The use of similarity laws made it possible to define also dependences of n e , kT e and η on the tube radius that were not measured in [26]. These data are in figure 5(b).…”
Section: External Corresponding Parameters Combination Of Z 1 and Zmentioning
The method of using similarity laws for the study of a physical system in which some form of similarity laws exist is proposed. The example of such a system is the positive column of a gas discharge. Here, two types of similarity laws are considered: ‘classical’ laws and new laws that are valid for a mixture of a buffer gas and an ionization additive. New data obtained with the application of the method are presented.
“…In order to obtain electron mobility in mercury we have followed the procedure of Verbeek and Drop (1974) in which case the cross-section can be expressed as (McCutchen 1958) Q m = 28000 (-) 2e 0.7 mu2 Using this expression in equation ( 1) and integrating gives where p~~ is the electron mobility in mercury vapour at reduced pressure PMO. Various publications (Nakamura andLucas 1978a, b, Elford 1980) concerningmomentum transfer cross-section of electrons in mercury vapour show discrepancies.…”
Section: Electron Mobility In Mercurymentioning
confidence: 99%
“…This is correct for low mercury concentration, but gives rise to a significant error at high mercury concentration as shown by Verweij (1961). Using similar values for p, for argon, and an equation for ye in mercury, Verbeek and Drop (1974) have calculated the mobility in the mixture using Blanc's law. Since the mobility data for argon and the use of Blanc's law are both approximate, their results are not so exact as those by Verweij. In this work, for the purposes of calculation, it has been convenient to describe the momentum transfer cross-section for argon by a simple algebraic expression.…”
A new formula is derived which gives electron mobility values in argon in good agreement with experiment and calculation. The effect of mercury on electron mobility in argon is expressed as a correction factor. The theoretical expression obtained is applied to discharge conditions for which exact results are known, and the results are compared. The values of mu e obtained have been used to calculate axial electron density, showing good agreement with experiment.
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