EMG dynamics

In pilitron physics, electromagnetogravitational dynamics (or EMG dynamics) is the unification of gravity with electromagnetism. It is possible because of the similarity between gravity and electromagnetism in the way they are described in the pilitron theory, and how they diminish with the square of distance, leading to the possibility that they are 2 manifestations of a single "EMG force".

Unification
The general unifying equation of gravity and electromagnetism in EMG dynamics is:


 * $$\mathcal{G}_{NET} = \frac{\Gamma}{2\Psi}(-\mathcal{E}_1 + \mathcal{E}_2)$$

This means that when two electrical charges neutralize, the force does not completely vanish - there is still a weak, attractive force, which we understand as gravity. $$\mathcal{E}_1$$ is the smaller charge (when it is negative, we always consider it to be smaller than positive), and $$\mathcal{E}_2$$ is the larger charge. The relation between mass and electrical charge is the "mass-charge", and is defined as:


 * $$\bar{a} = \frac{\bar{m}}{2\bar{c}}$$

Mass-charge in SI units is therefore $$\mbox{kg} \cdot \mbox{C}^{-1}$$, which we will right as the single letter D and name the unit "D-charges".

A quantum of mass-charge is defined as:


 * $$a_0 = \frac{3M_0}{2e} \approx 3.72093 \times 10^{-77} \mbox{D}$$

Emission of Photons
EMG is transmitted through photons, but they can decay into gravitons in a process known as "EMG untying". The energy of the virtual photon is given by:


 * $$\mathcal{H} = \frac{\bar{a}\epsilon}{a_0}$$

Travelling Photons
The total energy of the photon is conserved, as the sum of virtual $$\mathcal{H}_V$$ and real $$\mathcal{H}_R$$ energy:


 * $$\mathcal{H} = \mathcal{H}_V + \mathcal{H}_R$$

Additionally, the gravitational and electromagnetic energy adds up to the initial photon:


 * $$\mathcal{H} = \mathcal{G} + \mathcal{E}$$

The energy converted from virtual to real is called the energy difference and is given by:


 * $$\Delta\bar{E} = \ell_P^2\frac{\mathcal{H}}{d^2} = t_P^2\frac{\mathcal{H}}{t^2}$$

where d is the distance from source, and t is the travelling time.

EMG Untying
EMG untying occurs in everyday energy levels. Part of the photon creates a new graviton, according to the transformations:


 * $$\mathcal{G} = \frac{\Gamma}{\Psi} |\mathcal{H}|$$
 * $$\mathcal{E} = \sgn(\mathcal{H}) \times (|\mathcal{H}| - |\mathcal{G}|)$$