Electroweak force

The electroweak force is the combination of electromagnetism and the weak force. The force works at high energies, and in pilitron physics its interaction is given by:


 * $$N = \sqrt{W\Psi} = -\frac{\lambda i\sigma^d}{d}$$

where:
 * N = electroweak interaction
 * W = weak force interaction
 *  = electromagnetic interaction
 *  = lambda potential (see below)
 * i = imaginary unit, $$\sqrt{-1}$$
 *  = conductivity factor of the medium
 * d = distance

In a field of two particles with lambda potential, the total electroweak energy is given by:


 * $$N_T = N_1 N_2 = W\Psi = -\frac{\lambda_1\lambda_2\sigma^{2d}}{d^2}$$

Lambda potential
The lambda potential of a particle is given by:


 * $$\lambda = \sqrt{Qr}$$

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