From Grid Power to Electronics - Optimum Electrical Transmission Harmonics Bandwidths

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In simplicity, short wave length which passes inductors and solenoids produces cooler wires for transmission than the capacitor passing, longer wavelengths. Power density is also higher - for a more compressed wave.

By increasing the wave scalar or harmonic in a wave, which really applies to the whole wave form we arrive at far superior position in our physics understanding an technological application of the same.

Example 1

v = f * λ ,

v = n * ( 1 Hz ) * Pi rad, where n is the harmonic (one full cycle or one full wave) ,

n is measured in the units of rad

A = sin ( 1 m * Pi rad * f * t + Φ )

A = sin ( 1 m * Pi rad * n + Φ ) , the highlighted 'n' is the harmonic ( in rad).

The example above is the orthodox expression. The 1 m may be expressed as 1 rad, where convenient, such as in electronics. I.e. m and rad are interchangeable. The 1 m is the diameter of a standard, natural unit circle - the type of curve used to describe the sine squared θ function. For a sine ( artificial ) wave, the 1 m is replaced with the more familiar 2 m - usually 2 on its own, in 2 * Pi * f for ω.

A = sin ( ( θ + Φ ) rad )

For all best results in transmission, transmit above the scalar range which would have corresponded, in translation, to > 10 ^ 6 Hz or 10 M Hz. That is when power transmission is efficient, as described above. There is a blog article title which explains this further.

The grid must also transmit on private wave networks. That is also explored in an earlier blog post. The private wave network only requires an entangled or arithmetically combined wave signal to make the grid or its transmitted wave set private. The signal does not have to be at full power strength. The electronic signal added to the power wave renders the set private, once the unique and completely private (key) signal harmonic wave is entangled by its addition. That way there will be no long range induction leakage to similarly configured electrical wave sets anywhere else on or off the earth's surface. That sharing is quantum leakage. Private networks, including whole of grid or partial grid distribution, does not allow for quantum leakage.

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