Well I am surprised, I thought you were expecting free energy from such setups. If the equations remain the same we are going to find a net energy gain per cycle E-E' of zero, aren't we?
Michel ----- Original Message ----- From: "Paul" <[EMAIL PROTECTED]> To: <[email protected]> Sent: Tuesday, January 30, 2007 9:02 AM Subject: Re: [Vo]: Energy *Violations* using *standard* physics > Michel Jullian wrote: > > I suppose that's one way to look at it. Does this > allow you to find E - E' ? > > > The equations remain the same. I'm merely suggesting > what we call PE is an existing form > of energy. Such PE could exist as electric field in > the case of charge, or magnetic field > in the case of the magnetic dipole moment, or gravity > field in the case of mass. > > > Regards, > Paul Lowrance > > > > > ----- Original Message ----- > > From: Paul > > To: <[email protected]> > > Sent: Tuesday, January 30, 2007 5:14 AM > > Subject: Re: [Vo]: Energy *Violations* using > *standard* physics > > > > > >> Michel Jullian wrote: > >>> Ok, electric then. Can you draw energy more than > >> once from the coulombic attraction of > >> a charged body of say +1 coulomb accelerating > towards > >> a fixed equal and opposite charge? I > >> mean for example: > >>> - How much energy E do you retrieve by releasing > it > >> from 1m away and stopping it 1cm > >> away? (say converting 100% of it's KE to heat) > >>> - Which energy E' must you expend to bring it > back > >> 1m away so you can retrieve E again > >> from the system? > >>> - What's the net energy E - E' pumped per cycle? > >>> > >>> Michel > >> > >> > >> It's the same as an electro-magnetic in that > energy is > >> moved. Two oppositely charge and > >> attracted objects accelerating toward each other > >> cancel each others E-field. So the > >> E-field energy is moved to KE. > >> > >> > >> Regards, > >> Paul Lowrance > > > > > ____________________________________________________________________________________ > No need to miss a message. Get email on-the-go > with Yahoo! Mail for Mobile. Get started. > http://mobile.yahoo.com/mail >
