19 May 2025
Misconceptions about Universal Simultaneity and Time Experience:
How Photons Are Emitted in Extended Classical Mechanics (ECM):
Scientific Grounding of ECM-Based Photon Dynamics:
The original research on photon dynamics under Extended Classical Mechanics (ECM) presents empirically consistent formulations that integrate photon energy, frequency, wavelength, and momentum based on Planck’s energy-frequency relation and de Broglie’s wavelength-momentum equations, interpreted through classical mechanics principles. These formulations are not speculative but are built upon observationally grounded derivations, particularly in relation to the effects of dark energy on galactic clusters by A. D. Chernin et al, and photon acceleration and mass behaviour.
The ECM framework introduces a non-relativistic yet experimentally aligned approach to photon mass—specifically, its apparent and effective mass components—and explains redshift, blueshift, and energy dissipation in terms of real energy transformations rather than spacetime curvature. These findings are not purely theoretical constructs; they are the result of rigorous interpretation of established empirical data through corrected classical principles.
Therefore, the statements derived within this framework—including those presented in the referenced post—should be recognized not as speculative assertions, but as scientifically consistent re-explanations of photon behaviour. They clarify and correct prevailing misconceptions by restoring dynamic mass to classical mechanics and offering a more coherent model for photon interaction across gravitational fields and dark-energy-dominated space.
At the core of the star (Δh = 0), the emitted photon carries only kinetic energy:
18 May 2025
Reinterpreting Liang and Caldwell’s Dark Matter Proposal via Extended Classical Mechanics
17 May 2025
Clarifying the Misconception: No Circular Reasoning in the Definition of Planck Units:
The statement, "The speed of light from Lₚ / Tₚ (may) or may not be valid. Since Planck values for length and time were derived using light's speed (a circular reasoning?)", rests on an incomplete understanding of the origin and intent of Planck units. It is also not as an example of circular reasoning.
Planck introduced his natural unit system in 1899, well before Einstein’s special and general relativity theories were published (in 1905 and 1916, respectively). At that time, the speed of light (c) was not interpreted through a relativistic lens. Instead, Planck's goal was to construct a unit system derived entirely from fundamental constants of nature.
The Planck scale is defined using three constants:
- the speed of light c,
- the gravitational constant G, and
- the reduced Planck constant h-bar.
These constants were not chosen to define each other, but to provide universal units of length, time, mass, etc., that remain invariant across physical contexts. The expressions for Planck length Lp and Planck time Tp use c, G and h-bar, but not in a way that implies circular logic. Rather, c is treated as a known constant—just as G and h-bar are—serving as part of a dimensional bridge between quantum mechanics and gravitation.
Thus, there is no logical fallacy involved. The Planck units are internally consistent and reflect natural scales set by the interplay of fundamental constants. Their construction is not dependent on any single one being derived from the others, and especially not on a derived dependence of c from Lp / Tp.
Therefore, no circular reasoning arises in this context, and the usage of c in defining Planck units is a matter of dimensional coherence, not definitional dependence.