Spencer Heath Archive

Item 695

Winter 1957-1958?

Let N = Number of least sub-quantal units — each having least dimension of Force Motion Time. Then, when there are equal numbers of each, the quantum can be represented by a cube, and N^1/3 is the number of units along any edge. If all the units are of one magnitude — though of three different kinds, then they may be arranged in rows or groups of N along any one of their three directions representing force, motion or time. If arranged along the motion line, the motion dimension is N, the force dimension 1 and the time dimension 1. — the force dimension at min per each unit of motion, and the motion dimension max per each unit of time, and velocity is N.

 

In the cube N = 8 and the length of one edge is 8^1/3 = 2

2 x 2 x 2 = 8

 

Then N^1/3 x N^1/3 x N^1/3 = N  and 8^1/3 x 8^1/3 x 8^1/3 = 8^3/3 = 8

 

Now, for max motion in 8^1/3 or 2 units of time,

Let Q = 1 whole quantum

Let A, B, C, D, E, F, G and H =

each = Q/N, N being the number of sub-quantal units in the whole quantum.

Then any combination of N sub-quantal units will be a whole quantum.