Frequency potential

The frequency potential of a pilitron is, in its mathematical description, the frequency at which it appears to vibrate in space, ranging from 1/4F to 1F, F being cycles per Planck time. It is reverse proportional to energy. A quantum of frequency potential is denoted by  and defined as:

$$\varsigma = \frac{\eta}{4\epsilon} \approx 2.857142857142857 \times 10^{-88} \mbox{F} \approx 5.2997762243686131 \times 10^{-43} \mbox{Hz}$$

The conversion between energy E in energomasses, and frequency in f in cycles per Planck time is:

$$f = 1-\varsigma E$$