Ziggurat said:Haig said:Wal Thornhill said:If the mass of an inner planet is reduced by charge exchange with the next outer planet, which changes the subatomic dipole distortion, the orbital radius of the inner planet must decrease proportionally to conserve energy. Similarly, the outer planet must gain mass and its orbit expands to conserve energy.
Oh my. This is really top-grade nonsense.
If two planets exchange mass, the process is certainly NOT going to keep the energy of each individual planet the same. Seriously, it makes no sense. The departing mass will not depart with zero energy. Why would it?
Plus, of course, the whole "charge polarization" concept of mass is utter nonsense.
Ah! so you want the math ???
The Cosmic Mass Deficit
To say it in the simplest possible way, the masses we have been measuring up to now have been unified field masses, coming out of Newton's unified field. But because we did not know Newton's field was a unified field, we did not know our masses were unified field masses. Because the unified field contains the sub-field of E/M, and because the sub-field of E/M is in vector opposition to the total field (causing it to be subtracted from the total), our current masses are deceiving. They are too small, and they are too small in the amount of the E/M field. To make the correction—to find the real mass—we have to add the E/M field to every mass in the universe. In other words, to make a correction to the total mass of the universe, we have to add the universal mass or mass equivalence of the entire E/M field.
Once you have fully absorbed that, you will have understood that calculating the true mass in this way must vastly increase the total mass of the universe. Over any dt, the mass of any material object is determined by the gravitational acceleration caused by that object during that time, by definition. But up to now, we have only been measuring a compound acceleration, which is the differential of the gravitational acceleration and the foundational E/M acceleration. That is, operationally, we can only measure with our instruments the force due to gravity minus the force due to the mass or momentum of all the radiation. Therefore the true mass must be the measured mass plus the mass of the radiation.
Also notice that this change in mechanics gives us a double addition of mass to the universe, since we gain both the mass of the radiation itself as well as the higher true mass of the radiating particle.
Both these statements are true:
1) The mass of the radiating particle must be greater than the mass measured by our instruments, since our instruments measure a compound mass.
2) The radiation itself has mass or mass equivalence due to energy, which is a second addition to the total mass of the universe. A radiating particle does not lose mass, which means that the “holes” left by radiation are filled by some creative means.
An Update on Weight
Abstract: In the first part, I show in more detail how my compound field works mechanically to create mass and weight. This solves a few problems left over from Part VII of my gravity papers. In the second part, I use a new thought problem to pose a question neither Newton nor Einstein has answered, or can answer. In answering it, I show that F=GMm/R2 is incomplete; that in certain situations it is, in fact, false: it gets the wrong answer. In compressing two fields into one equation, Newton unknowingly left certain information out of this equation, and this information is needed to solve a specific set of problems in dynamics.

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