2010
DOI: 10.1063/1.3369277
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A small radius hydrogen discharge: An effective source of volume produced negative ions

Abstract: Free-fall regime maintenance of hydrogen discharges is analyzed based on numerical solutions of a set of equations involving the balance equations of the charged particles [electrons, the three types of the positive ions (H+, H2+, and H3+), and negative H− ions] and of the neutral species (hydrogen atoms H and vibrationally excited molecules), the momentum equations of the positive ions, the electron energy balance equation, and the Poisson equation, all together 25 differential equations. The obtained results… Show more

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Cited by 23 publications
(15 citation statements)
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“…2͑a͔͒ display strong accumulation of the negative ions at the discharge center. The radial accumulation of the ions at the axis ͑at r =0͒ confirms the results from the previous 1D models, 25,26 which show that small radius discharges ͓with radius of 2-3 cm͔ are efficient sources of volume-produced negative ions sustaining high density of the ions in their on-axis region. In addition to the results from the 1D models, the present 2D model shows that the ions are also axially accumulated ͓Fig.…”
Section: Resultssupporting
confidence: 87%
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“…2͑a͔͒ display strong accumulation of the negative ions at the discharge center. The radial accumulation of the ions at the axis ͑at r =0͒ confirms the results from the previous 1D models, 25,26 which show that small radius discharges ͓with radius of 2-3 cm͔ are efficient sources of volume-produced negative ions sustaining high density of the ions in their on-axis region. In addition to the results from the 1D models, the present 2D model shows that the ions are also axially accumulated ͓Fig.…”
Section: Resultssupporting
confidence: 87%
“…Based on the results from the 1D models of such a discharge 25,26 showing high concentration of the negative ions when the discharge radius is small ͑R =2-3 cm͒, the radius of the discharge is fixed at R = 2.25 cm ͑Fig. 1͒.…”
Section: ͑1͒mentioning
confidence: 99%
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“…The hypothesis of a single ion species is generally not true, especially in molecular gases, but this approximation, also made in previous works [1] is kept in order to simplify the problem. The gas pressure and temperature are considered as external parameters (in particular p gas = 1 Pa and T gas = 400 K unless otherwise stated), thus defining the gas density; the ion temperature is taken equal to the neutral gas temperature, T ion = T gas [2].…”
Section: Steady-state Model For Discharges In Monospecies Gasmentioning
confidence: 99%