The Self-Integration of Time Creates a Space for Electricity to Materialize ...

... along with matter and energy, etc. Hence, the creation of Space—Time. Part five of six.

What follows, below, is a table of Eric Dollard's Units of Electrical Measurement derived from his original treatment in Energy Definition and in Personal Notes on Energy Defined, by Sir Eric Dollard, a Knight of the Round Table (if ever there was one) in King Arthur’s Court.

A tetrahedron is a useful metaphor for arranging Eric’s units of electrical measurement in as much as the apex of a tetrahedron represents time in its complete self-integration. For, it is the self-interaction of time with itself, alone, which manifests space and everything else within space, such as: matter and energy, etc. For this complete integration to occur, time must self-interact in four layers, or dimensions, utilizing itself three times which serves as three boundaries layering the separations of the four dimensions of space—time. This triad of self-utilization constitutes the three dimensions of time which makes space and matter and energy possible. Hence, all energy is ultimately described in terms of electrical phenomena. Even the nuclear energy of the atom can be described in these terms.

There is nothing wrong with the physicist’s approach so long as it does not self-contradict! Because the approach of the physicist is a unique language of artistry and nuance which only the physicist may appreciate. The rest of us have to deal with the world as an engineerable feature of reality which may not include quantum mechanics.

Part Three

A Tetrahedral Arrangement of the Four Layers of (Electrical) Energy

Let’s put these relations into a list format.

Q = Fully Integrated Time = Planck (Space—Time) = Watt-sec-sec (Watt x Time^2)

W = Continuous Energy (Joule; Eric’s Watt) = Watt-sec (Watt x Time)

P = Instantaneous Power (traditional Watt) = (Ψ x Φ) ÷ Time^2 = Amps x Volts = I x E

Instantaneous Power breaks down into its constituent ingredients of …

Displacement Current (Amperes) I = Ψ ÷ Time = Maxwell’s Law of Dielectric Induction

Electric-motive Force (Volts) E = Φ ÷ Time = Faraday’s Law of Electro-Magnetic Induction

Ψ = Psi = Total Dielectric Induction (resulting from Capacitive Reactance)

Q ÷ Φ = Conjugate of Phi

Φ = Phi = Total Magnetic Induction (resulting from Inductive Reactance)

Q ÷ Ψ = Conjugate of Psi

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Part One

Part Two

Part Four

Part six