SOLUTION OF LAPLACES EQUATION FOR A RIGID CONDUCTING CONE AND PLANAR COUNTER-ELECTRODE : COMPARISON WITH THE SOLUTION TO THE TAYLOR CONICAL MODEL OF A FIELD EMISSION LMISReportar como inadecuado




SOLUTION OF LAPLACES EQUATION FOR A RIGID CONDUCTING CONE AND PLANAR COUNTER-ELECTRODE : COMPARISON WITH THE SOLUTION TO THE TAYLOR CONICAL MODEL OF A FIELD EMISSION LMIS - Descarga este documento en PDF. Documentación en PDF para descargar gratis. Disponible también para leer online.



Abstract : Although the electrostatic problem of a rigid conducting cone and infinite planar counter-electrode has never been solved exactly, we show, by matching the near and far solutions, that the field in the vicinity of the apex is approximately given by MATH It is also explicitly demonstrated that Taylor-s solution to the electrostatic problem of a rigid cone and non-planar counter-electrode model does not satisfy the Laplace Equation for the actual electrode configurations used in field emission liquid metal ion sources and other experiments on electrostatically stressed conducting fluids.





Autor: M. Chung P. Cutler T. Feuchtwang N. Miskovsky

Fuente: https://hal.archives-ouvertes.fr/



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