Generalization of Magnetic Field Energy Irrespective To Propagation Using Direct Geometric Method
Journal Title: International Journal for Research in Applied Science and Engineering Technology (IJRASET) - Year 2015, Vol 3, Issue 9
Abstract
Heat is the lower form of energy and work is the higher one. In every electrical, mechanical or electro-mechanical circuits energy is assumed to be conserved. Similarly in magnetic and electrical circuits charge and potential difference are tried to be conserved. In this paper, we will analyse the different propagations of magnet so that the main component of magnetic energy field (i.e. magnetic dipole moment) can be quantified for the every propagation of magnet. A general formula for bending of the magnet is derived using direct geometric method. In this the magnetic dipole of a solide ferromagnetic within the Curie temperature is represented.
Authors and Affiliations
Avinash gavel, Dr. Rajesh Kumar Bhushan
Keywords
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