vortexal energy
Exploring vortexal energy and all the aspects of the effect on the known matter Jun 28
Posted by healthyself in Beneficial frequencies , Biological Activity , Biological Effects , Blogroll , Cell phone safety , Definitions , Electrosensitivity , Healing , Health , Health related , Mitigation , Solutions , Vibration , Vibrational Medicine , Waves . trackback ….”The term scalar was used by Nikola Tesla at the end of the last century as a part of powerful non-Hertzian energy (without frequencies) which he referred to as cosmic waves.
What are Scalar Waves? « Electromagnetic Frequencies
Tesla's Scalar Waves Still Beaming On!
The superluminal (faster than light) scalar or longitudinal waves Nikola Tesla used to magnify and wirelessly transmit power are not just a thing of the past.
A scalar field such as temperature or pressure, where intensity of the field is graphically represented by different hues of color. In mathematics and physics , a scalar field associates a scalar value to every point in a space. The scalar may either be a mathematical number , or a physical quantity .
Scalar field
This article refers to a type of self-interaction in scalar field theory , a topic in quantum field theory .
Quartic interaction
Equation of motion in a scalar field
In the Nordström's second theory of gravitation, the field equation is \varphi \,\square \left( \varphi \right) =4\,\pi { \it GT}_{{m}} where \square is the D'Alembertian operator defined in the Minkowskian spacetime with metric (+,-,-,-), T_m is the trace of the material contribution to the total stress-energy-momentum tensor T_{{\mu \nu }} and finally we have \varphi implying the potential. This field is said to have the following Lagrangian proposed by Einstein: L={\frac {{\eta}^{\mu \nu }\partial _{{\mu}} \left( \varphi \right) \partial _{{\nu}} \left( \varphi \right) }{8\pi }}-\rho \varphi where \rho=\varphi \,T_{{m}} is the density of matter.In theoretical physics , scalar field theory can refer to a classical or quantum theory of scalar fields . A field which is invariant under any Lorentz transformation is called a "scalar", in contrast to a vector or tensor field . The quanta of the quantized scalar field are spin-zero particles, and as such are bosons .
Scalar field theory
undefined Published in Commander X's Guide To Incredible Conspiracies The following seems like science fiction, but scalar beam weapons were invented in 1904 by a American immigrant genius called Nicola Tesla (1856 or 57 -1943) from Yugoslavia.
unnamed pearl
Magnetic Reconnection (Wikipedia)
Magnetic reconnection is a physical process in highly conducting plasmas in which the magnetic topology is rearranged and magnetic energy is converted to kinetic energy , thermal energy , and particle acceleration . Magnetic reconnection occurs on timescales intermediate between slow resistive diffusion of the magnetic field and fast Alfvénic timescales. The qualitative description of the reconnection process is such that magnetic field lines from different magnetic domains (defined by the field line connectivity) are spliced to one another, changing their patterns of connectivity with respect to the sources.Electromagnetic spectrum
A diagram of the electromagnetic spectrum, showing various properties across the range of frequencies and wavelengths The electromagnetic spectrum is the range of all possible frequencies of electromagnetic radiation . [ 1 ] The "electromagnetic spectrum" of an object has a different meaning, and is instead the characteristic distribution of electromagnetic radiation emitted or absorbed by that particular object.
Triangle wave
A bandlimited triangle wave pictured in the time domain (top) and frequency domain (bottom). The fundamental is at 220 Hz (A3).In physics a wave is a disturbance or oscillation that travels through space and matter, accompanied by a transfer of energy .
Wave
Phase space
Phase space of a dynamical system with focal stability.Wave–particle duality postulates that all particles exhibit both wave and particle properties.