HOW CAN WE CALCULATE AND FORMULIZE THIS EXTRA ENERGY?

 HOW CAN WE CALCULATE AND FORMULIZE THIS EXTRA ENERGY?

In summary, the energy conversion in permanent magnet electric motors is actually as follows:

Given Electrical energy  + Magnetic energy provided in the rate of change in interaction strenght from permanent magnets interacting with electromagnetic waves formed in electromagnets with given electrical energy     =     Mechanical energy obtained + Coil heat losses and other motor losses + Electromagnetic sourced electromagnetic energy interacting with the outside of the system (motor) , not helping to the rotation of the motor

In line with all the explanations, it is concluded that the extra magnetic energy released in permanent magnets, which will increase the total energy of the observable system in supraatomic dimension, is proportional to the amount of change in the interaction strenght between the magnets.

Magnetic Energy (Magnetic) α Change in Interaction Strenght

The Change in Interaction Strenght is equal to the change in Magnetic Attraction\Repulsion Force(Fmagnetic) for linear motions and Torque(τ) change for rotational motions. Due to factors such as interaction angle and distance inside the motor, using the change in the torque itself, which is also the multiplier in normal mechanical power calculations, gives more accurate results instead of the Magnetic Attraction / Repulsion force.

             Change in Interaction Strenght  =  ΔFmagnetic \ or Δτ

 

Again, the energy generated and consumed during this change will be directly proportional to the result obtained by multiplying the path taken for linear motions and the angular velocity multiplied by time for cases with rotational motion during this change.

Magnetic Energy (Magnetic ) α Distance traveled(X) or α    [Linear Velocity  x time(t)]

With the change in the interaction strenght, the path taken or during rotation will change according to many features such as the type, shape of the permanent magnet and the design of the counter magnet with which it interacts in this system, different amounts of responses and different amounts of losses in subatomic dimension will occur against the strain in the pathways therefore, the magnetic energy, which increases the total energy of the system by increasing the mechanical energy in the supraatomic dimension, will differ according to the sub-elements that make up the system. For this reason, it is necessary to characterize the energy generation rate provided by the permanent magnet in each different system with a system-specific coefficient. This coefficient can be called as "Magnetic Energy Formation Coefficient (K)". In this case, the extra energy provided by the permanent magnet can be calculated exactly as follows:

  Magnetic Energy = Magnetic Energy Generation Coefficient x Change in Interaction Strenght x Distance Traveled  (or Linear Speed  x Time    for circular motion )

.....The extra magnetic energy generated per unit time shows the magnetic energy generation power of our system (Pmagnetic energy generation): If the measured unit time is such that it includes the times required to complete a total circular motion for our electric motor, the average magnetic energy generation power of the motor will be calculated:

Pmagnetic energy generation =    Magnetic energy   /  Elapsed Time