Energy

Energy (from Ancient Greek ἐνέργεια, energeia, "activity, operation") is an indirectly observed quantity. It is usually understood as the ability for a physical system to perform work on another physical system. In pilitron physics, energy relates to the frequency potential. Pilitrons carry a certain amount of energy, and may exchange it with connected pilitrons, but never create or destroy it.

Like everything else in pilitron physics, energy is quantized. A quantum of energy, called "1I", is the indivisible amount of energy, and is therefore defined as the amount of energy it takes for a pilitron to perform exactly one operation, in one Planck time, on another pilitron that is connected to it.

Directional Energy
Pilitron physics also talks about the so-called directional energy, ie. energy that travels in a specific direction (you can also think about it as work). Directional energy is given by:


 * $$\vec{E} = \hat{\mathbf{x}}\bar{E}$$