Philosophy and science have long pondered the nature of time. It has traditionally been viewed as a constant though arbitrary yardstick in relation to which material change is measured, but do the basic equations of physics that employ it support this assumption? Let’s consider: 1. The units of Planck’s constant are joule seconds or (meters^squared) … Continue reading Relativity Theory and the Quantum/Classical Divide: Time Dilation and Contraction in Matter

# Tag: Theory of Relativity

# Quantitative Intrastructural Reasoning

Quantified models have also gone through differentiation, incorporated new paradigms in what are considered the hard sciences, and been coopted into applications that transform them in step with demands of practice, but have the distinction of being more verifiable and in some cases incontrovertible up to this point, capable of attaining status as natural law, which is still nearly impossible … Continue reading Quantitative Intrastructural Reasoning

# The Anatomy of a Wave, Acceleration Density, and a Theoretical Synthesis

Three of the fundamental equations of quantum physics are: E=mc2, w=P/mv, and E=Pf, where E=energy, m=mass, c=the velocity of light, w=wavelength, f=frequency, v=velocity, and P=Planck’s constant (Smolin, Einstein’s Unfinished Revolution). If the first two equations are solved for mass then equated, with substitution and canceling such that the absolute minimum of variables remain, the simplest … Continue reading The Anatomy of a Wave, Acceleration Density, and a Theoretical Synthesis