1999
DOI: 10.1016/s0168-9002(98)01430-2
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Nine-point simplified variable-mesh finite-difference formulations of Poisson's equation

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Cited by 5 publications
(3 citation statements)
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“…In (11), η is made up of the various dissipation terms resulting from the different energy coupling mechanisms. 10, 17-21 These terms are: the classical Coulomb (η c ) and the electron-neutral (η e-n ) both of which resulted from the direct-energy transfer by the particle collisions, the η e-e term of the electron-electron two stream-wave origin, and η ia of the ion-acoustic wave origin created by the instabilities of hydrodynamic turbulence, so that η is…”
Section: B Diode Current and Heatingmentioning
confidence: 99%
“…In (11), η is made up of the various dissipation terms resulting from the different energy coupling mechanisms. 10, 17-21 These terms are: the classical Coulomb (η c ) and the electron-neutral (η e-n ) both of which resulted from the direct-energy transfer by the particle collisions, the η e-e term of the electron-electron two stream-wave origin, and η ia of the ion-acoustic wave origin created by the instabilities of hydrodynamic turbulence, so that η is…”
Section: B Diode Current and Heatingmentioning
confidence: 99%
“…For the present axially symmetric diode geometry, the Poisson's equation (8) is written in a 5-point matrix r-z finite difference [8,11] form as:…”
Section: Computation Proceduresmentioning
confidence: 99%
“…ε is relative permittivity of oxygen gas, and 0 ε is permittivity of free space. Equation (6) is described in a five-point finite-difference form [6] and solved employing MATLAB [7] and successive over-relaxation. Potential and field distributions were determined inside the plasma diode in various schemes and the details of studies and results reported elsewhere [4].…”
Section: Corona Plasma Diodementioning
confidence: 99%