Tom Bearden - Radionics - Action at a Distance - PT 1,2,3,4
This is maybe all over the place,but if you have the time...well...I hope provided links are working.
PT 1
https://odysee.com/@GuardianEngraving:4/tom-bearden-radionics-action-at-a:3
PT 2
https://odysee.com/@GuardianEngraving:4/tom-bearden-radionics-action-at-a-2:1
PT3
https://odysee.com/@GuardianEngraving:4/tom-bearden-radionics-action-at-a-3:f
Pt4
https://odysee.com/@GuardianEngraving:4/tom-bearden-radionics-action-at-a-4:a
Bonus:
ON EXTRACTING ELECTROMAGNETIC ENERGY FROM THE VACUUM
Zero-point energy(wierdopedia)
Zero-point energy is the lowest possible energy that a quantum mechanical system may have. Unlike in classical mechanics, quantum systems constantly fluctuate in their lowest energy state as described by the Heisenberg uncertainty principle.
Heisenberg’s uncertainty principle states that it is impossible to measure or calculate exactly both the position and the momentum of an object. This principle is based on the wave-particle duality of matter. Although Heisenberg’s uncertainty principle can be ignored in the macroscopic world (the uncertainties in the position and velocity of objects with relatively large masses are negligible), it holds significant value in the quantum world. Since atoms and subatomic particles have very small masses, any increase in the accuracy of their positions will be accompanied by an increase in the uncertainty associated with their velocities.
In the field of quantum mechanics, Heisenberg’s uncertainty principle is a fundamental theory that explains why it is impossible to measure more than one quantum variable simultaneously. Another implication of the uncertainty principle is that it is impossible to accurately measure the energy of a system in some finite amount of time.
Why Is It Impossible to Measure Both Position and Momentum Simultaneously?
In order to illustrate Heisenberg’s uncertainty principle, consider an example where the position of an electron is measured. In order to measure the position of an object, a photon must collide with it and return to the measuring device. Since photons hold some finite momentum, a transfer of momenta will occur when the photon collides with the electron. This transfer of momenta will cause the momentum of the electron to increase. Thus, any attempt at measuring the position of a particle will increase the uncertainty in the value of its momentum.
Applying the same example to a macroscopic object (say a basketball), it can be understood that Heisenberg’s uncertainty principle has a negligible impact on measurements in the macroscopic world. While measuring the position of a basketball, there will still be a transfer of momentum from the photons to the ball. However, the mass of the photon is much smaller than the mass of the ball. Therefore, any momentum imparted by the photon to the ball can be neglected.
ON EXTRACTING ELECTROMAGNETIC ENERGY FROM THE VACUUM
Thomas E. Bearden CTEC, Inc. (and also Alpha Foundation's Institute for Advanced Study) 2311 Big Cove Road, Huntsville, Alabama 35801. USA E-mail: soliton@bellsouth.net Phone: (256)533-3682
Abstract.
Generators and batteries do not furnish any of their internal energy to their external circuit, but only dissipate it internally to perform work on their own internal charges to form a source dipole. Once formed, the dipole's broken symmetry extracts observable energy from the virtual particle exchange between dipole charges and active vacuum. The extracted observable energy is reradiated as the energy flow through all space surrounding the external circuit. The tiny Poynting fraction intercepted by the surface charges enters the circuit to power it, while the huge nonintercepted Heaviside fraction misses the circuit and is wasted. So electrical loads are powered by energy extracted from the vacuum, not by chemical energy in the battery or shaft energy input to the generator. Any EM system may be asymmetrically regauged freely, changing the energy of the system by changing its potential. By placing the source dipole in a closed current loop with external loads and losses, half the free excitation energy then discharged by the circuit destroys the source dipole while half powers loads and losses. This applies Lorentz symmetrical regauging so that additional internal generator/battery energy must be made available to dissipate on the internal charges to reform the dipole. Such self-crippling EM power systems exhibit COP < 1.0 a priori. Requirements for COP > 1.0 EM systems are given, as are recognized examples of such processes. We also propose the ubiquitous unaccounted Heaviside energy as the "dark matter" gravitational energy long sought by astrophysicists.
Introduction
A permanent solution to the world energy problem, dramatic reduction of biospheric hydrocarbon combustion pollution, and cessation of building nuclear power plants (whose nuclear component is used only as a heater) could be readily accomplished by the scientific community. However, to solve the energy problem we must (i) update the century-old notions in electrodynamic theory of how an electrical circuit is powered, and (ii) rid the classical electrodynamics model of numerous serious foundations flaws. We summarize the problems and essential changes, based on more modern developments in particle physics and gauge theory well after the foundations of electrodynamics were set. Self-powering systems readily extracting electrical energy from the vacuum to power themselves and their loads can be quickly