Frank-- Regarding conservation laws, are angular momentum and intrinsic spin conserved? What about spin mass energy? Does that fall into the category of inertial mass you suggest is not conserved?
Bob From: Frank Znidarsic Sent: Tuesday, July 07, 2015 1:35 PM To: [email protected] Subject: Re: [Vo]:a special issue of EGO OUT Two things on the universe are not conserved. The magnetic fields and inertial mass are NOT conserved. -----Original Message----- From: Frank Znidarsic <[email protected]> To: vortex-l <[email protected]> Sent: Tue, Jul 7, 2015 4:33 pm Subject: Re: [Vo]:a special issue of EGO OUT <snit>that the conservation laws should be respected</snip> Thanks Perter. The magnetic fields are NOT conserved! That included electromagnetic, gravito magnetic ,and nuclear spin orbit. Good, very good comment Peter. -----Original Message----- From: Frank Znidarsic <[email protected]> To: vortex-l <[email protected]> Sent: Tue, Jul 7, 2015 4:31 pm Subject: Re: [Vo]:a special issue of EGO OUT Even if we accept the theoretical possibility that collective nuclear reactions can take place (by an totally unknown physical mechanism) it is absolutely necessary that the conservation laws should be respected- conservation of energy, barions, leptons, and of electric charge. It was worked out a computerized model that has immediately shown that there is no solution for the nuclear processes based on weak nuclear interactions as beta decay and K-capture, that is transition from a neutron to a proton and conversely because such combinations cannot satisfy the above shown requirements. Good, lets also dump the funkey hydrinos, either vortexes, atomic cracks, and Casimer cavities. There is another force at work in the nucleus. Its the magnetic component of the strong nuclear force. It called the spin orbit force. It is NOT of electromagnetic origin. So lets not go there--again. It like the (electrical) magnetic component is not conserved. It is boundless under the right conditions. Soft iron increases the magnetic field by the factor of 10,000. I believe the vibrating Bose condensate does the same for for the spin orbit force. The freq of vibration depends of size. It is 1,094,000 hetrz-meters. thanks Peter. Frank Znidarsic
