09/02/2025
In the complete absence of gravitational interactions, massless particles such as photons would move without restriction, with their velocity determined solely by their frequency. In such a scenario, as frequency approaches infinity, speed would also tend toward infinity, while wavelength would contract indefinitely—yet the particles would remain massless. However, when gravitational influence is introduced, a fundamental threshold arises. At the Planck length (ℓᴘ), a massless particle acquires a mass of approximately 21.77 micrograms, altering its fundamental nature. This mass acquisition marks a transition where the particle can no longer sustain its inherent velocity and undergoes gravitational collapse.
Extended Classical Mechanics (ECM) provides a mathematical framework to explain how gravitational effects can generate mass in initially massless entities. Conversely, ECM also explores how antigravitational interactions could reduce mass, potentially leading to negative effective mass under certain conditions. This perspective challenges traditional interpretations, offering deeper insights into cosmic-scale phenomena involving dark matter, dark energy, and extreme gravitational interactions.
In our forthcoming discussions, we will explore the detailed mathematical foundations of apparent mass and effective mass in ECM, demonstrating how mass can dynamically transition between positive, zero, and negative states based on gravitational and antigravitational influences.
In the complete absence of gravitational interactions, massless particles such as photons would move without restriction, with their velocity determined solely by their frequency. In such a scenario, as frequency approaches infinity, speed would also tend toward infinity, while wavelength would cont...
