2014
DOI: 10.11142/jicems.2014.3.3.317
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Fundamental Aspects of the Unbalance Condition for the Forces involved in Rail Gun Recoil

Abstract: The forces involved in the firing of the electromagnetic rail gun may be analyzed from Amperian, Maxwellian and Einsteinian approaches. This paper discusses these different paradigms with regard to rail gun performance modeling relating to the generation and balance of the forces caused by the currents and their induced magnetic fields. Recent experimental work on model rail guns, where the armature is held static, shows very little recoil upon the rails, thereby indicating a possible violation of Newton's Thi… Show more

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Cited by 1 publication
(3 citation statements)
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“…Finite element methods, using special-purpose software created by one of the authors (Arindam Banerjee) predicts that with Maxwellian electrodynamics there is violation of inertia when current flows through a geometrically asymmetric circuit [4]. Experimental methods to prove the same have been suggested in [1].…”
Section: Analysis Of Net Force On Circuitmentioning
confidence: 99%
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“…Finite element methods, using special-purpose software created by one of the authors (Arindam Banerjee) predicts that with Maxwellian electrodynamics there is violation of inertia when current flows through a geometrically asymmetric circuit [4]. Experimental methods to prove the same have been suggested in [1].…”
Section: Analysis Of Net Force On Circuitmentioning
confidence: 99%
“…This work followed the experimental work done by Schroeder and Putnam [2], [3] whereby Newtonian electrodynamics was found to be invalid so far as analysis of rail gun reaction is concerned [4]. Computer simulation using finite element analysis indicates that if Maxwellian electrodynamics is valid, then a new effect in physics is predicted -the passage of current through a rigid and asymmetric circuit causes a small net force to act upon the circuit for the duration of the current [4]. In this paper we seek to validate the computer simulation in [4] by mathematical techniques.…”
Section: Introductionmentioning
confidence: 99%
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