About: Continuous Model of the Positive Column in Glow Oxygen Discharge at Several Hundreds of Pascals     Goto   Sponge   NotDistinct   Permalink

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Description
  • The aim of the article is to introduce a simple model of positive column of the oxygen glow discharge. Our fluid model is based on continuity equation and electric field is calculated from Gauss's law. It is tested the ability of the model to cover properties and behaviour of the electronegative oxygen discharge at the pressure several hundreds of pascals. The model qualitatively estimates properties of the discharge as negative ion concentration and in addition to that, radial profiles of charged and metastable particles are determined.
  • The aim of the article is to introduce a simple model of positive column of the oxygen glow discharge. Our fluid model is based on continuity equation and electric field is calculated from Gauss's law. It is tested the ability of the model to cover properties and behaviour of the electronegative oxygen discharge at the pressure several hundreds of pascals. The model qualitatively estimates properties of the discharge as negative ion concentration and in addition to that, radial profiles of charged and metastable particles are determined. (en)
Title
  • Continuous Model of the Positive Column in Glow Oxygen Discharge at Several Hundreds of Pascals
  • Continuous Model of the Positive Column in Glow Oxygen Discharge at Several Hundreds of Pascals (en)
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  • Continuous Model of the Positive Column in Glow Oxygen Discharge at Several Hundreds of Pascals
  • Continuous Model of the Positive Column in Glow Oxygen Discharge at Several Hundreds of Pascals (en)
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  • RIV/00216208:11320/12:10133165!RIV13-MSM-11320___
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  • 128621
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  • RIV/00216208:11320/12:10133165
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  • Glow oxygen discharge; Positive column (en)
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  • [226D58D54B70]
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  • Praha
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  • Praha
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  • WDS'12 Proceedings of Contributed Papers: Part II - Physics of Plasmas and Ionized Media
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  • Hrachová, Věra
  • Laca, Marek
  • Kaňka, Adolf
  • Schmiedt, Lukáš
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  • Matfyzpress
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  • 978-80-7378-225-2
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  • 11320
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