so if this is true, then would the force imparted actually be an addition to the thermodynamic energy of the system or does conservation still apply?
makes ya go hmmm.
if no load on the generation of the tumble, then if the tumble can be straightened back out would it add angular momentum?
I've heard of purely mechanical free energy systems that can self rotate.
actually generates more mechanical energy than it takes to spin it. No magnets or other weirdness.
just mechanics.
they always mentioned asymmetric rotating mass was the key
this force would be present in any spinning system that has unequal distribution of masses.
like the old steam engine spinning ball governors.
also known that any system with angular momentum experiences lattice stress, like heat is a lattice stress.
so the energy in mechanical systems would be absorbed as friction by bearings.
this means it's an overunity system where the excess energy is consumed by compressive forces on bearings.
which of course slows down the rotation.
so direct relationship between stress in the spinning mass, emanating energy to create the gradient of force on the shaft which causes compressive force on the bearings. So like all my previous research there is NO impedance to the transmission of scalar waves from lattice oscillations.
*creates wildly stressed mechanical system...woot..free energies*
if you conduct electricity, heat it, or increase system stress, you will increase the IAT effect.
if you reduce the system lattice stress, the effect should diminish.
this is a torsional field, it imparts momentum to objects and other torsional fields.
key to gravitational propulsion and FTL travel.
that's my analysis