High-level units

This article proposes units involving pilitron physics that can be used at everyday conditions to measure various properties.

Lambda potential
Lambda potential could be measured in electrograms, denoted 𝜆, given as the square root of the product of a coulomb and a gram:


 * $$1\Lambda = \sqrt{1\mbox{g} \cdot 1\mbox{C}} \,\!$$

The lambda potential of an electron at rest is defined as:


 * $$\lambda_e \approx -3.8203193348218294 \times 10^{-24}\Lambda$$

Please note that the sign of the result is that of the charge. If mass times charge equals a negative number, the square root is not a complex number, but instead the negative square root of magnitude, e.g. $$\sqrt{-9}$$ = -3. This only needs to be converted to a complex number when dealing with actual pilitron calculations.