Quantized Inertia Theory

[Robert Pearson]

Having read through some of the threads here, I'm certain of one thing--there are people who are a lot more knowledgeable about physics than I'll likely ever be. So I ask, does "Quantized Inertia" theory have any relation whatsoever to Brown's theories?

[Jan Lundquist]

Robert, I'm sorry, that is even more over my head than stochastic electrodynamics, which I am struggling to grasp right now.

But it seems that you have broken Henry and Nate, too. It just goes to prove what Feynman said: Nobody understands quantum mechanics!

Jan

[Jan Lundquist]

Robert, after reading about SED, I believe I see points of tangent between the theories. But then, I think everything is connected.

When I look through the Lens of Townsend Brown, the earliest he could have observed the existence of stochastic fields would have been CA 1954, 55. The Franklin institute requested a cryostat for the performance of their part of Brown's Winterhaven proposal. They had a very clear plan for its use.

Stochastic Electrodynamics sounds like somethiig Beau Kitselman and Townsend could have concoted from their areas of expertise. The two seemed to have completely grokked each other. I recall Linda saying that Beau made Townsend laugh more than anyone else could.

Jan

[Jan Lundquist]

Here we go, thanks to Chat GPT

Compare and contrast the ideas of Quantum Inertia and Stochastic Electrodynamics

ChatGPT said:

Quantum Inertia and Stochastic Electrodynamics (SED) are two theoretical frameworks that attempt to explain quantum phenomena using alternative or extended interpretations of classical or quantum physics. Though they both challenge or supplement standard quantum mechanics, they differ in motivation, formulation, and implications.

Overview of Each Theory
Quantum Inertia (QI)

Originator: Most notably developed by Dr. Mike McCulloch under the theory of Quantized Inertia (sometimes called Modified Inertia by a Hubble-scale Casimir effect or MiHsC).

Motivation: To explain anomalies like galaxy rotation curves, the Pioneer anomaly, and quantized behavior without invoking dark matter or standard quantum mechanics.

Core Idea: Inertia arises due to Unruh radiation experienced by an accelerating object. At very low accelerations, Unruh wavelengths become comparable to cosmic scales and are subject to boundary conditions (a Hubble-scale Casimir effect), leading to modified inertia.

Quantum Effects: Quantized behavior (e.g., discrete jumps) can be interpreted as arising from limits in allowed Unruh wavelengths rather than from standard quantum postulates.



Stochastic Electrodynamics (SED)

Origin: Developed from the mid-20th century, with contributors like T. H. Boyer.

Motivation: To derive quantum phenomena from classical physics plus a real, classical zero-point electromagnetic field.

Core Idea: Classical particles interact with a background of classical stochastic (random) electromagnetic radiation. This zero-point field gives rise to effects typically attributed to quantum mechanics.

Quantum Effects: SED has been used to derive features like the Casimir effect, van der Waals forces, and even aspects of the hydrogen atom using classical dynamics.

Comparison Table
Feature Quantum Inertia (QI) Stochastic Electrodynamics (SED)
Nature of Theory Modified inertia / gravitation theory Classical field theory with quantum-like behavior
Fundamental Mechanism Unruh radiation + cosmic boundary conditions Classical particles + stochastic zero-point EM field
Source of Quantum Behavior Discretization of Unruh wavelengths Random fluctuations from zero-point radiation field
Treatment of Inertia Inertia is emergent and varies with cosmic-scale boundaries Standard classical inertia
View of Vacuum Vacuum influences inertia through Unruh effect Vacuum filled with stochastic classical EM fields
Approach to Gravity Tries to replace dark matter via modified inertia Not primarily aimed at explaining gravity
Main Applications Galaxy rotation curves, quantized jumps in photon trajectories Casimir effect, blackbody radiation, ground state energy levels
Relation to QM Attempts to replace quantum mechanics in part Attempts to derive quantum mechanics from classical physics
Experimental Status Highly speculative, limited experimental support Some qualitative agreement; struggles with many-body systems
Criticisms Lacks solid mathematical formulation; empirical support debated Cannot reproduce full QM (e.g. entanglement); limited scope
Key Contrasts

Foundational vs Derivational:

QI is a foundational modification to physics, trying to explain inertia and quantization as arising from cosmological constraints.

SED is a derivational theory, trying to recover quantum behavior from classical assumptions.

Quantum Mechanics Position:

QI often seeks to replace or reinterpret QM.

SED seeks to underpin QM with classical roots, not necessarily replace it.

Empirical Targets:

QI focuses on macroscopic anomalies (e.g., galaxy rotation, spacecraft trajectories).

SED is more concerned with microscopic quantum effects (e.g., atomic structure, vacuum fluctuations).

Philosophical Attitude:

QI aligns with a "quantization from geometry" perspective.

SED aligns with a "quantum is statistical" viewpoint.

Shared Features

Despite their differences, both:

Question the completeness or foundational assumptions of standard quantum mechanics.

Rely on vacuum effects to explain physical phenomena (Unruh radiation in QI; zero-point field in SED).

Strive to provide deterministic or classical underpinnings to quantum phenomena.

Are non-mainstream and face challenges with experimental validation and broader theoretical acceptance.

Conclusion

While Quantum Inertia and Stochastic Electrodynamics both attempt to reinterpret or extend the foundations of physics, they do so from very different angles: QI modifies inertia based on cosmic-scale boundary conditions and Unruh radiation, aiming to explain both cosmological and quantum-scale anomalies. SED, in contrast, seeks to derive quantum phenomena from classical electrodynamics plus a stochastic vacuum field.

Their common ground lies in trying to make quantum phenomena more physically intuitive, but their approaches and implications diverge significantly.

Let me know if you'd like diagrams or deeper dives into either theory's math or predictions.


ChatGPT can make mistakes. Check important info.

I spend my mornings thinking the explanation is in geometry and my evenings, that it is all statistical. Is there a theory for statistical geometry?

Jan

[Robert Pearson]

Jan, thanks so much for this. Food for further thought!

[natecull]

So I ask, does "Quantized Inertia" theory have any relation whatsoever to Brown's theories?

I presume this would be this theory: https://quantizedinertia.com/about/ ?

Quantized Inertia (QI) is a theory of inertia first proposed in 2007 by physicist Mike McCulloch, from the University of Plymouth.

I don't believe TTB ever talked about quantization in any form. I'm sure he was aware of it, but QM doesn't influence radio engineering very much, so his thinking as seen in his publically accessible papers seems to be very classical, and even pre-Einsteinan classical.

I don't know enough about physics to be able to critique whether QI is Quite Interesting or not. As an ignorant physics layperson, I think the general idea smells very much like Mach's Principle (ie that inertia is based on the interaction of a body with all other bodies in the universe, and then smuggling in the lightspeed horizon as a way to try to make inertia happen) and if so then it might have been something that Einstein would have liked.

But as to whether it has anything to do with the forces/effects that Townsend Brown believed he was seeing in the 1920s through 1970s.... I don't know.

I still want to see a decent, reproducible, tabletop experiment that demonstrates one or more of TTB's effects in a way that's clearly not normal physics. Until we have experiments and data, we can do an unboundedly-infinite amount of speculation, and that's where a lot of high energy physics seems to be stuck right now.

Nate