Quantum Transmission - Electronic & Electrical Engineering

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Quantum physics has moved beyond probability, into time evolution or time series, measurable physics and, now, engineering. All antennas already generate quantum-spatial hybrid signal transmission. IT is timescale measurable and for that reason predictable. A pure Quantum Antenna omits the spatial transition component. The following is a sequence of instructions on how to establish and maintain a quantum transmission of control signal or power.

Each forward sequence of events for activation of power transmission is reversed to break the same power transmission, in a later event. The two signals are conducted via alternating current (for cooler equipment/apparatus). The current must be direct current, DC. The power level is at mW power for test purposes, towards live transmission of power, at the same current level. Current pairing must be of unique Ampere measurement for a quantum result. The test format follows.

The antennas are two separated solenoids of equal size and electromagnetic rating. The solenoids must be devoid of a material core, other than the atmosphere. The antenna array with the higher voltage will naturally share its voltage with the second array, regardless of spatial separation or of any type or dimension of non-contact barrier between the two arrays. It is advisable to significantly vary their separation test this phenomenon, at unique intervals of activation.

All electrical circuit power is a soft or virtual antenna. If they match, under normal conditions, the antenna’s share power over multiple pairings, disorderly.

The following avoids the shared induction scenario. Record a voltage signal loop using midi software, using a unique wavelength network (arithmetically combined wave set). They will be .wav or wave files, definitely not digital signal files. Make unique pairs of copies of the primary loops. The primary loops must be active on an application server, prior to distribution.

The file copies may be emailed. They can be additionally, securely file transferred via folder using 7-zip, third party software, password protection to their respective service recipients. They must then be run as looped and contiguous, analogue electrical signals into the base emitter sub-circuit of each of the solenoid or inductor pairs. When correctly, artificially entangled, the system must be amplified only at the server side or control side (primary amplifier/entanglement primary key) to prevent server overload from application or quantum site/solenoid side amplification (entanglement subsidiary key), beyond the inherent voltage divider amplifier.

To deliver electrical waves of uniquely placed wavelengths to each connecting device, establish a standard wavelength plus its unique, fractional, negative wavelength shift or change of wavelength - uniform for all paired devices, exclusively.

Amplification of the Windows software generated signal can be completed for each device by using a voltage divider to perform this task for each solenoid. Kirchoff's Law allows this. The low power signal flows across a wire with low voltage drop and meets at a junction of two other wires with higher voltage drop as indicated below. The arrangement mimics a transistor amplification.

All signal wave combination is addition, rather than dot product, for maximum efficiency and signal coherence. Choose a higher wavelength signal wave as your amplifier. That will form a network. The subordinate waves will be carried on its waveform, just as small, non-breaking ocean waves (the subordinate network signals) on high amplification or simply large swell (the carrier wave network). Minimum amplification for each wave should be a factor of 2.

Quantum states must remain active and amplified in all places that they were established in for the duration of the signal/power propagation. The methodology is further outlined below.

The following equations are examples of the following quantum time evolution equation

θ = a * sin^2 ( ω * t + φ ) The true Physics or natural version

x = a * sin^2 ( ( ω * t + φ ) / Pi )

= a * sin ^ 2 ( f * t + h ) The Information Technology or artificial version

In modern engineering systems and in Physics, never invoke reverse causality. That is negative phase shift or negative wave variables. In a sine wave, adding Pi as phase shift is the equivalent of a negative wave and it only invokes natural causality. Similarly adding a phase shift of Pi/2 will naturally emulate a negative sine squared wave.

The units will be radians for angle or in other words, continuous rotational displacement or rotational distance. It is the fundamental equation for contiguous, quantum spin - a dynamic continuum, not just a phase shift. As long as wavelength is identical as is promised by Windows computer, bitstream signal distribution, marginal, natural phase shift differences will only affect small differences in the aggregate or mean amplification of the resultant wave. The other factors of frequency and wavelength are independent identities and have no bearing in calculation other than to pair quantum identities or angular matches.

P = V * I ,

E = V * I *t , V * q standard, quantum power signal is comfortably familiar, where t is the system clock.

1. Standard, Substrate-Compensated, Quantum Signal Format

1.1 E = ( V [standard] - V [unique fraction] ) * ( I [standard] - I [unique fraction] ) * t,

Again, t is the software clock.

Interruption-resistant, quantum signal set up:

2. Quantum Connection Sequence:

Key: ---> = quantum state, passive transition

All examples below use direct current , DC.

a = n + 1 , where n  𝜖 N , [natural numbers]

 ω = 2 * Pi rad * t

2.1 A [1] = a [1] * Sin ^ 2 ( ( ω [1] + Pi - ( 3 + 1 / n [1] ) Hz ) / 2 ) ) *t ,

P [pvt] = V * I [pvt]

V * ( I [1] + Pi - ( 3 + 1 / n ) A )

authentic, private network , where the private key is 1/n [1].

For a quick technology solution to the private key requirement, record and store a wave loop with a unique wavelength as a .wav file. That is achieved by selecting a standard, arbitrary wavelength and adding

Pi - (3 + 1 / n) A . The wave file is amplified and added to the power of each solenoid.

P = power,

v = voltage,

P [quantum, i] = power of quantum wave network, i

P [solenoid, i] = power of solenoid wave network, i

[pvt] = private wave network in the following examples:

P [quantum, 1] = 2 * ( P [pvt] + P [solenoid, 1 ] ),

2 * ( v [1] * I [pvt] + P [solenoid, 1 ] )

P [quantum, 2] = 2 * ( P [pvt] + P [solenoid, 2 ] ) ,

2 * ( v [2] *  I [pvt] + P [solenoid, 2 ] )

The only identical, active elements are P [pvt], in both P [quantum, 1] and P [quantum, 2]. They are the already entangled, quantum signal pair which allows the P [solenoid, 1 ] and P [solenoid, 2 ] to entangle as well. v [1] and v [2] are independent amplifiers, where v is variable voltage. It can be calibrated up or back down, as long it always remains in an amplified or active state, in unbroken time flow or time evolution.

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