Archive for the 'Quantum Field Theory' Category

Dec 04 2019

Electric and Magnetic Fields

Jon Rogawski has a cool diagram and calculation using Faraday’s Law on page 979 of his Multivariable Calculus book*. The magnetic field around the straight wire with an alternating current flowing in it produces a voltage in an adjacent looped wire with no conventional energy applied except that from the other wire.

Of course this magnetic field, and likewise for electric fields, must have a pervasive field in which to transmit. One may say it transmits through the air, however Faraday’s law also applies in space.

These E and B fields transmit by turning and bending the E and B fields of the dense gamma rays.

* Rogawski, Jon, Multivariable Calculus, W. H. Freeman and Company, c. 2008

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Oct 27 2019

Medical Uses

Took a walk on campus on this beautiful sunny autumn day, and when walking by the Microbial Sciences building it reminded me of possible medical uses for the gamma rays.  For example, using layers of high voltage plates, the gamma rays can be downscattered into lower energy gamma rays or x-rays.  The plates may be stepped down in area as traversing upward, so that specific wavelengths may be focused on smaller areas.

Most of the benefits of the general knowledge that we are in a dense gamma ray field will be found and developed by coming generations.  Nevertheless, the public already knows about the gamma ray field because gamma ray space telescopes have measured it since the 1990’s.  Medical research could be started without the researchers even knowing that it is gravity.

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Aug 04 2019

Gamma Ray Field

It has been alluded to before on this website that the thick gamma ray field in which we reside is reminiscent of the aether.  A good book on the subject was written by Joseph Larmor.  Here is a sample:

“The basis of the present scientific procedure thus rests on the view, derivable as a consequence of general philosophical ideas, that the master-key to a complete unravelling of the general dynamical and physical relations of matter lies in the fact that it is constituted as a discrete molecular aggregate existing in the aether.” *

In the same paragraph, Larmor refers to “the properties of a continuum in space,”.

* Larmor, Joseph, AETHER AND MATTER, CAMBRIDGE AT THE UNIVERSITY PRESS, 1900, p. 78

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Nov 05 2013

Pile Ups

Published by under Quantum Field Theory

When studying quantum field theory, we come across an array of virtual particles.  For more than three years I have been studying quantum field theory, and falling back on quantum mechanics for weeks or months at a time in the duration.

A while back it was stated that the static we typically see in Goldhaber plots generated from hadron colliding experiments may in part be due to a cascade of momentum generated through the gravitational field.  Continuing then with the same logic, when there is a pile up of colliding particles at one of the world’s particle accelerators, there is also a pile up of gravitons in the midst of the chaos, which then periodically spring back into action while helping to accelerate fragments of particles in various directions.  There is also a down scattering in energy of gravitons for some that are involved, mainly due to the fact that synchronization at the boundary of a hadron can be lost at such a time.  Detectors situated at various polar angles wait for the differential cross section results.

It is not unreasonable when enough experimentation is done that some results are repeatable.  “If m represents the rest mass of the exchanged particle, then a virtual particle can be created and exist for a time t without violating conservation of energy, as long as t is no greater than what is permitted by the uncertainty relationship: ћ/mc2.” *  Still, it is a relief to know that conservation of energy is not violated.  Gravitons piling up provide the excess energy that is needed.

 

*  Krane, Kenneth, Introductory Nuclear Physics, John Wiley and Sons, Inc., 1988, pg 654

 

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Aug 14 2011

Topology of the Vacuum

Whether we are looking at nuclear fission or the results of scattering experiments, the way spin-parity assignments are often kept in order in nature would be similar to the cause of a de Broglie wavelength.  Rotational states ratchet through the gravitational flux, with potential wells rising and falling in one of the most fundamental of quantum phenomenons that exist.

During and shortly after high flux, high velocity hadron collisions at Fermilab or the CERN LHC nevertheless, some of the scattering resonances seen may be due to a blitz through the gravitational field, not organized very well in a manner, for example, such as an electric field.  The static we typically see in Goldhaber plots generated from hadron colliding experiments may in part be due to a cascade of momentum generated through the gravitational field.

Another evidence of the gravitational field is the Bohm-Aharonov effect.  As Ryder puts it, “the Bohm-Aharonov effect owes its existence to the non-trivial topology of the vacuum, and the fact that electrodynamics is a gauge theory.  In fact, it has recently been realized that the vacuum, in gauge theories, has a rich mathematical structure, with associated physical consequences,” ([1], pg 101).

Astronomically, and for the sake of history, it is somewhat reminiscent of the luminiferous aether.

Another concept related here is that “the configuration space of the vacuum is not simply connected.” ([1], pg 102)  When we speak of ‘one loop’ consequences, we can liken it to the Cauchy integral, which Greiner calls “The surprising statement of the integral formula (4.16), namely, that it is sufficient to know a function along a closed path to determine any function value in the interior,” ([2], pg 109).  For those more willing to trust the mathematicians for pure math, the Cauchy integral formula is presented in Brown and Churchill:

f(z) = (1/2πi) ∫ (1/(s-z)) f(s) ds                     ([3], pgs 166 and 429)

With “the gauge invariance of electrodynamics” ([1], pg 97), the perfect balance of charge that exists in the near universe, – possibly the entire universe, and the quantum steps of the Coulomb force by phonon transmission, the Bohm-Aharonov effect does indeed show us that there are physical consequences to the vacuum that are non-trivial, relating to the gravitational field in which the Bohm-Aharonov test and other tests are set up and run.

As a final thought, it is probable that planar electromagnetic waves would not turn into spherical electromagnetic waves were it not for traveling through a gravitational field.

 

[1] Ryder, Lewis H., Quantum Field Theory, Second Edition, Cambridge University Press, 1996

[2] Greiner, Walter, Classical Electrodynamics, First German edition, Klassische Elektrodynamik, 1991 Verlag Harri Deutsch. 1998 Springer-Verlag New York, Inc.

[3] Brown, James Ward and Churchill, Ruel V., Complex Variables and Applications, Eighth Edition, McGraw-Hill Higher Education, 2009

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