Just as in the case of the gas law one has to invert temperature to get hierarchical consistency and think in terms of its reciprocal which I have called compreture so also in the case of Ohms law one has to invert the concept of voltage, V. Let's use the symbol M
Ohm's law then becomes IRM = a constant
By choosing suitable scales for measurement we have IRM = 1 an expression of hierarchical conservation of mutually orthogonal flow.
I is the flow in the x direction
R is the flow in the y direction
M is the flow in the z direction
In March 2013 I wrote:
As I've pointed out on Community Buzz hierarchical structuring can be extended to NG and EG which is a whole new ball game as Cloud has realised. It also means that EG must have two independent orthogonal components corresponding to the V and R of the Ohm's Law....
The gas equation can be represented as
V•P•C = 1
Where V is volume, P is presure and the variable C is the inverse of temperature which I have named Compreture. Unlike Resistance which has a name for its inverse, Conductance, temperature doesn't have the equivalent - or if it has, I've never heard of it.
Since the Compreture scale unit is arbitrary and can be chosen to make the gas constant unity.
...
Once one has grasped the hierarchical nature of all these variables one has to wonder why they have been missed for so long. When they have been sorted out they offer the prospect not only of harnessing the relatively weak gravitational field but more importantly harnessing the EM field, something Steorn have gallantly attempted without success for many years now.