\(QKE = \cfrac{1}{2}q.{v}^{2}_{q}\)
Charge kinetic energy, an kinetic energy concept associated with the speed gained via the charge property. If the per unit charge idea is in-cooperated we have,
\(QKE = \cfrac{1}{2}{v}^{2}_{q}\)
and by itself suggests that it does not matter how kinetic energy is gain, all of which is energy associated with motion in space. However, the force associated with bringing such charge to motion is not \(F=ma\), instead,
\(F_c=q.a\)
where \(q\) is the charge property and \(a\) the acceleration in space. It is a force developed by virtue of the charge property alone. The basis of such a concept is not new, because we already have
\(E=-\cfrac{dV}{dt}\)
where E is force per unit charge.
If we skip forward all the analogy, we have the concept of time speed, \({v}_{tc}\) associated with charge ; that time is not singular but,
\({v}_{tc}^2+{v}_{tg}^2={v}_{t}^2\)
This is also not new; the idea that two effects affecting a certain parameter independently, the resultant change is not the linear sum of the individual effects but a squared sum. A fact derived from conservation of energy of the system. \({v}_{tg}\) is time speed associated gravity and space mass density alone.
What is important are the questions,
Does a light beam bend around a strongly charged body? Does it bend in the same way irrespective of the sign of the charge on the body? That both positively charged and negative charged body bend light away from its surface?
After this things get interesting...This means charges injected onto a mini black hole serve more than keeping it open, it also contribute to time dilation.
