Keep the good bit of quantum mechanics
Posted: Sat Mar 03, 2012 2:44 am
The “good bit” of quantum mechanics (qm) is the predictions, right to 11 decimal places at times.
Unfortunately the “good bit” comes with quantum weirdness – claims of multiple universes, effects backwards in time, and more. How do we keep the “good bit” with no weirdness? A new theory.
Consider a particle going from a source to a detector. In qm, a wave function goes with the particle.
Let’s remind ourselves of reciprocity: a radio antenna is equally good as a transmitter and receiver of radio waves. The waves travel equally well going in or out.
Apply this to the particle. We cannot see the wave function so how does qm know the direction of the wave? The direction is a hidden assumption behind qm. It’s time to challenge that assumption.
qm:..wave....----->..........new theory:....wave....<-----
.......particle ----->.............................particle ----->
The new theory has the wave in the opposite direction. The source responds to the incoming waves and sends back a particle, which follow the waves back, changing direction as the waves do.
The double slit experiment works with the other wave direction. Later, I will post diagrams. For now, just a short summary. Waves start from every point on the detector (say D1) and travel in the opposite direction through the slits. The waves from D1 interfere with themselves only at the source. The source sends a particle based on the amount of interference arriving. The particle follows the wave from D1 (that stimulated it) because the waves from D1 are still arriving continuously. The particle follows the waves back to D1. This gives exactly the same result as qm.
Both theories have an explanation for all experiments. Thanks to reciprocity, the new theory has exactly the same mathematics and predictions as qm, so we keep the good bit.
Is there an experiment that separates the two theories? Yes – see the neutron experiment below, where neutrons always go to the right:
Nuclear reactor...----->..Neutron Interferometer (NI)..----->..Analyzer crystal..----->..Detector
Result:.....................2. ... changes NI result......<-----.....1. New crystal ...
The key effect is that a new analyzer crystal changes what is happening in the interferometer. See H. Kaiser, R. Clothier, S.A. Werner, H. Rauch, H. Wölwitsch, “Coherence and spectral filtering in neutron interferometry”, Physical Review A, Vol 45, number 1, Jan 1992.
In qm, everything goes left to right here so the effect happens backwards in time (quantum weirdness). In the new theory, waves are going right to left so the effect happens in normal time. This is just one example of how the new theory removes the quantum weirdness.
The qm founders did not have this experiment, and never considered the other wave direction. Which wave direction makes sense to you?
The new theory is the Theory of Elementary Waves (TEW) and there are more benefits than just removing all the quantum weirdness. TEW gives a reason why momentum is conserved for particles. TEW also gives a new understanding of magnetism, especially the Faraday effect. TEW is local and deterministic, so cause and effect are always clear. TEW is already fully consistent with Special Relativity, and even predicts Special Relativity. We get all this from just considering the opposite wave direction.
For more, read “The Theory of Elementary Waves by Dr. Lewis E. Little, 2009, ISBN 978-0-932750-84-6, published by New Classics Library, Georgia, USA. On Amazon: The Theory of Elementary Waves (isbn=0932750842)
For more web info on TEW, see http://www.elwave.org.
I am an enthusiast of the new theory, and do not benefit from the book in any way. I am someone who studied physics at university and stopped because quantum mechanics was too weird for me. If the new theory had been around, I would have stayed and become a physicist.
Unfortunately the “good bit” comes with quantum weirdness – claims of multiple universes, effects backwards in time, and more. How do we keep the “good bit” with no weirdness? A new theory.
Consider a particle going from a source to a detector. In qm, a wave function goes with the particle.
Let’s remind ourselves of reciprocity: a radio antenna is equally good as a transmitter and receiver of radio waves. The waves travel equally well going in or out.
Apply this to the particle. We cannot see the wave function so how does qm know the direction of the wave? The direction is a hidden assumption behind qm. It’s time to challenge that assumption.
qm:..wave....----->..........new theory:....wave....<-----
.......particle ----->.............................particle ----->
The new theory has the wave in the opposite direction. The source responds to the incoming waves and sends back a particle, which follow the waves back, changing direction as the waves do.
The double slit experiment works with the other wave direction. Later, I will post diagrams. For now, just a short summary. Waves start from every point on the detector (say D1) and travel in the opposite direction through the slits. The waves from D1 interfere with themselves only at the source. The source sends a particle based on the amount of interference arriving. The particle follows the wave from D1 (that stimulated it) because the waves from D1 are still arriving continuously. The particle follows the waves back to D1. This gives exactly the same result as qm.
Both theories have an explanation for all experiments. Thanks to reciprocity, the new theory has exactly the same mathematics and predictions as qm, so we keep the good bit.
Is there an experiment that separates the two theories? Yes – see the neutron experiment below, where neutrons always go to the right:
Nuclear reactor...----->..Neutron Interferometer (NI)..----->..Analyzer crystal..----->..Detector
Result:.....................2. ... changes NI result......<-----.....1. New crystal ...
The key effect is that a new analyzer crystal changes what is happening in the interferometer. See H. Kaiser, R. Clothier, S.A. Werner, H. Rauch, H. Wölwitsch, “Coherence and spectral filtering in neutron interferometry”, Physical Review A, Vol 45, number 1, Jan 1992.
In qm, everything goes left to right here so the effect happens backwards in time (quantum weirdness). In the new theory, waves are going right to left so the effect happens in normal time. This is just one example of how the new theory removes the quantum weirdness.
The qm founders did not have this experiment, and never considered the other wave direction. Which wave direction makes sense to you?
The new theory is the Theory of Elementary Waves (TEW) and there are more benefits than just removing all the quantum weirdness. TEW gives a reason why momentum is conserved for particles. TEW also gives a new understanding of magnetism, especially the Faraday effect. TEW is local and deterministic, so cause and effect are always clear. TEW is already fully consistent with Special Relativity, and even predicts Special Relativity. We get all this from just considering the opposite wave direction.
For more, read “The Theory of Elementary Waves by Dr. Lewis E. Little, 2009, ISBN 978-0-932750-84-6, published by New Classics Library, Georgia, USA. On Amazon: The Theory of Elementary Waves (isbn=0932750842)
For more web info on TEW, see http://www.elwave.org.
I am an enthusiast of the new theory, and do not benefit from the book in any way. I am someone who studied physics at university and stopped because quantum mechanics was too weird for me. If the new theory had been around, I would have stayed and become a physicist.