If structureless enermat exhibits gravitational force as a contributing property of an enermatia, would it now follow that gravitational force does not depend on a structured atom?  A basic property of all energy manifestations is the attractive force we have come to call gravity.  In the past we have attributed this property to matter, whereas its rightful owner is the energy of which matter is composed.

On these rare occasions when two enermatias become victims of their mutual gravitational fields, there is a high velocity collision of sufficient magnitude to overcome all the gravitational forces tending to hold these bodies together.  It is at this point that three things happen immediately and simultaneously:  (1) the impact from the collision triggers much of the enermat to form particles (we may never know why or how, and can only speculate as to what particles form first); (2) dispersion occurs in two opposing  somewhat cylindrical paths;and (3) much of the kinetic energy from the collision is immediately converted to particle formation.  Here the particles formed may or may not be the same as were formed from the enermat.  Thus the sum total of the matter eventually produced will, in fact, be greater or less than that of the original two (or three) enermatias.

I have calculated the amount of matter that could be created at various velocities for two enermatias, each of whose mass would be equal to that of our Milky Way Galaxy (see Table 1).  Should this be what actually happens, then we have a special case that refutes the laws of the conservation of energy and matter.  In effect, we see that matter becomes the product of distance, the force of gravity, velocity and enermatia.

Assuming a collision takes place between two enermatias, each the magnitude of the Milky Way Galaxy, and not knowing at what velocity they make contact, I have made calculations (making the assumption that each enermatia will be travelling at the same velocity) for velocities from 100% to 50% twice the velocity of light (2c = 6 x 10¹⁰ cm/sec).  A good approximation on the mass of the Milky Way Galaxy states that it is 1 x 10¹¹ times our sun, and where our sun is 2 x 10³³ g we can figure the galaxy would be 2 x 10⁴⁴ g.

At twice the velocity of light, the kinetic energy from the collision could produce 7.2 x 10⁶⁵ ergs which could generate 8 x10⁴⁴ g of new matter.  This in itself would be equal to twice the mass of two Milky Way Galaxies and could constitute 1.2 x 10⁴⁵ g of matter in the exo-enermats.

For the kinetic energy of two bodies colliding I used KE = mv²/2, and for the conversion of energy into matter I used Einstein’s E = mc².  I show the maximum amount of mass that could be produced at various velocities at collision.  This, minus the mass of the original two enermatias (8 x 10⁴⁴ g), provides the increase.  I then give the percent of increase of mass which invalidates the law of conservation of energy and matter.