Abstract
The aim of this paper is to evaluate the magnitude of the external magnetic field to be applied to a horizontal mercury discharge lamp such that the Lorentz forces counterbalance buoyancy forces and the hot region of the arc remains centered inside the lamp with the variation of six parameters of the lamp such as the external temperature of the lamp, envelope thickness, convective loss, Interelectrodeslength, pressure and current supply pointing to the influence of the parameters to the compensating magnetic field value. To achieve this objective, a commercial numerical software “Comsol Multiphysics” is used to implement the model that solves the equations of mass, energy and momentum for laminar compressible flow combined with the Laplace equation for the plasma in a three dimensional.
Highlights
The study of the convection in mercury discharge lamp has been the center of interest of many researchers
The aim of this paper is to evaluate the magnitude of the external magnetic field to be applied to a horizontal mercury discharge lamp such that the Lorentz forces counterbalance buoyancy forces and the hot region of the arc remains centered inside the lamp with the variation of six parameters of the lamp such as the external temperature of the lamp, envelope thickness, convective loss, Interelectrodeslength, pressure and current supply pointing to the influence of the parameters to the compensating magnetic field value
We compared our three-dimensional model with the experimental measurements by Zollweg[1] for the case of the lamp in a vertical position
Summary
The study of the convection in mercury discharge lamp has been the center of interest of many researchers. For the case of the lamp operated in vertical position, we can be mentioned Zollweg,[1] Wendelstorf,[2] Flesch,[3] Fischer,[4] Beks,[5] Charrada and Zissis.[6,7,8] In their studies, they concluded that the arc has a symmetry that is why they have been content for a two-dimensional code. This limitation applies only to the vertical configuration of the lamp. They concluded that the arc was not symmetrical and the convection flow was driven by gravity force
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