The first-ever derivation of so-called fundamental constants from first principles of quantum theory [1] was a historic event. The first of over 90 papers on binary mechanics appeared in 2010 in JBinMech. But the first paper deriving Planck's constant h was not published until 2015. So physicists around the world had some five years to win the century-long physics grand championship race. A major missed opportunity. They had a chance and they blew it. Instead, Binary Mechanics Lab (BML) crossed the finish line and won the greatest race in physics in over 100 years [2].
by James J Keene PhD
Journal of Binary Mechanics, 21st century physics with quantized space, time and energy
Wednesday, November 4, 2020
Physicists Had A Chance And They Blew It
Editorial
The first-ever derivation of so-called fundamental constants from first principles of quantum theory [1] was a historic event. The first of over 90 papers on binary mechanics appeared in 2010 in JBinMech. But the first paper deriving Planck's constant h was not published until 2015. So physicists around the world had some five years to win the century-long physics grand championship race. A major missed opportunity. They had a chance and they blew it. Instead, Binary Mechanics Lab (BML) crossed the finish line and won the greatest race in physics in over 100 years [2].
Table 1: Unexplained Measurements Wrongly Called "Fundamental Constants"
The first-ever derivation of so-called fundamental constants from first principles of quantum theory [1] was a historic event. The first of over 90 papers on binary mechanics appeared in 2010 in JBinMech. But the first paper deriving Planck's constant h was not published until 2015. So physicists around the world had some five years to win the century-long physics grand championship race. A major missed opportunity. They had a chance and they blew it. Instead, Binary Mechanics Lab (BML) crossed the finish line and won the greatest race in physics in over 100 years [2].
Sunday, November 1, 2020
Binary Mechanics Postulates
Abstract and Introduction
In "Binary mechanics", written in 1994 and published in 2010 [1], the eight-component wave function of a pair of relativisitic Dirac spinor equations of opposite handedness was parsed to define the spot cube model of space. With quantization of energy, space and time, dubbed full quantization, the spot cube provided a new system state representation, called the bit function, at a quantized time. With full quantization, infinitesimal increments in the Dirac equation pair were no longer applicable. Hence, time-development of the system state was defined in four bit operations. The postulates of binary mechanics define primary constants from full quantization and the mathematical definitions of the bit function and bit operations [2].
Fig. 1: Spot Cube Model of Space
In "Binary mechanics", written in 1994 and published in 2010 [1], the eight-component wave function of a pair of relativisitic Dirac spinor equations of opposite handedness was parsed to define the spot cube model of space. With quantization of energy, space and time, dubbed full quantization, the spot cube provided a new system state representation, called the bit function, at a quantized time. With full quantization, infinitesimal increments in the Dirac equation pair were no longer applicable. Hence, time-development of the system state was defined in four bit operations. The postulates of binary mechanics define primary constants from full quantization and the mathematical definitions of the bit function and bit operations [2].
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