Electronuclear force

The electronuclear force in pilitron physics is the combination of electromagnetism, the weak force and the strong force. It can be described with the formula:


 * $$P = \frac{\theta \sigma^d \sqrt{i}}{d}$$

where:
 * P = electronuclear interaction
 *  = theta potential (see below)
 * i = imaginary unit, $$\sqrt{-1}$$
 *  = conductivity factor of the medium
 * d = distance

In a field of 2 particle with a theta potential, the total electronuclear energy is given by:


 * $$P_T = P_1 P_2 = \frac{\theta_1 \theta_2 i \sigma^{2d}}{d^2}$$

Theta potential
The theta potential is given by:


 * $$\theta = \sqrt{r\sqrt{Qr}}$$

where:
 * Q = charge, as given by electromagnetism
 * r = nuclear range, as given by the weak force and the strong force