Displacement Part II

I wanted to expand a little on the idea of Energy Displacement.

Matter is energy and quite a bit of energy at that.  Although an atom is mostly empty space there is still a large amount of energy and according to our models of atomic structure that energy is constantly moving.  Thus we have a spherical field of energy (electrons) around a center mass of condensed energy (protons & electrons) that can be represented by a ball.  Any ball will do really.

This ball has mass which is just a grouping of energy large enough to create a gravitational field.  I think we'll hold off on gravity for another time.  Anyway, the ball.  Much like an atom, our ball has energy passing through it constantly.  Radiation in many forms can travel through the ball as if it wasn't there.  The waves and particles travel through the ball because they can find the tiny gaps in the energy structure and do not have to deal with displacement.

If we move our ball we have to expend energy.  We push the ball and the ball rolls.  As it rolls, it displaces the air around it easily as the mass of the ball is much greater than the mass of the air.  We can start to understand the total energy equation of the ball.

Y=M+E

Y is the total energy of the equation where M is mass energy of the ball and E is the energy applied to make it attain motion.  If Y is greater than the total energy acting against this motion, the ball will move.  Gravity must be taken into account down the line but I'm not getting into that mess now.  The energy acting against the mass energy of the medium it is passing through and any energy that is affecting that mass as well.  This would be the same equation basically but we'll label it X instead. So:

if Y > X then movement is achieved; if Y< or = X then no movement is achieved.

It is energy versus energy in the end that concerns us most.  Remember, mass is energy.

Our ball will increase in speed if energy is applied constantly or increased.  It will slow down when applied energy is decreased and Y gradually approaches equality with X.  Kinetic energy is the equation coming back into balance over time when applied energy is ceased.

So that's the basics of movement.  Energy Displacement becomes clearer when the mass of the medium increases in the middle of our balls journey.  Say we were to roll our ball across a concrete sidewalk and into a grassy yard.  Across the concrete part we are dealing mainly with the medium of air, which is easily passed through.  When the ball enters the grass, it encounters a new medium of air and blades of grass.  Suddenly the mass energy of the medium shoots up significantly and the equation balances quicker because the total energy of medium increases.

This is the 'stopping' force that the grass imparts on our ball.  The energy of the ball fights against the energy of the grass it is moving through.  The energy used to move the ball is lost as the medium absorbs the excess energy in the equation and eventually the ball comes to a stop.  If we wanted to keep the ball accelerating when it moves into the grass, we would have to put more energy into it's side of the equation.  Simply walking over and throwing it again would suffice.

These are the basics.  I refrain from using what we consider traditional physics terms for these things because we will be dealing more in the quantum level later which of course plays by it's own rules.  Eventually we will get to warp travel.  I promise.