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    A more complete physics
    Posted on Friday, December 02, 2005 @ 22:07:30 GMT by vlad

    Science eye writes: The general approach to physics is to begin with a system's Lagragian, L , and to then minimize the action of the lagrangian to give the equations of motion describing the system . Clasically L= T- V where T and V are the kinectic and potential energies respectively. If the system is absent of any external influences then the total energy E = T+V, is constant.

    The question becomes how to modify this approach with equal generality to give a non constant E even in the absence of external forces, and hence shed some light on the devices and experiments which claim to exhibit excess energy production. The solution is to choose L=sqrt(T-V) which allows the E of an isolated system to change. For example employing this approach implies that the total energy of a pair of particals will increase as they approach one another and decrease as they recede , as if the were absorbing and desipitating energy to and from their enviroment. For a complete step by logical step description and justification of this approach from simple concepts, this contributor has authored a paper and believes that the ideas contained with in it form a more complete physics with the implication that machines which demonstrate overunity are in fact the norm rather than the exception.

    The paper describes a principle rather than a mechanism and does not attempt to offer a mechanistic explanation for the reason that mechanisms only represent model constructions whose behaviours mirrors the more fundamental princples. A simple explanation for choosing L=sqrt(T-V) rather than L=T-V is that sqrt(T-V) represents a distance element in the configuration space defined by the system and as a universal principal the system evolves so as to follow the shortest path or a geodesic in the configuration space.

    The Paper is at: http://www.forbinsystems.com/RiemannConfig.html



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