Abstract and Introduction
Planck's constant h was derived for the first time from first principles, based on the intrinsic proton spin in the proton bit cycle, confirming the derivation based on the electron bit cycle (Fig. 1 from [1]) [2]. A new method to derive h and the intrinsic electron spin based on summation of 1-state bit motion components of the total angular momentum was applied to the proton bit cycle to sum its angular momentum components. Results confirm (1) binary mechanics (BM) [3] postulates including the physical interpretation of BM space [4] and the time-development bit operations underlying the fundamental forces [5] which create the proton and electron bit cycles themselves and (2) the victory of Binary Mechanics Lab (BML) in the century-long physics grand championship race to derive constants from first principles of a coherent, comprehensive physical theory (BM) [6].
Fig. 1: Proton and Electron Bit Cycles
Legend: Six 1-state bit positions in electron cycle (yellow). 42 1-state bit positions in proton cycle. Matter d quarks (dark red, green, blue); anti-matter d quarks (light red, green, blue). Positron positions (gray). Arrows (purple) indicate bit motion direction and results of the strong bit operation. The unconditional bit operation (black) accounts for all motion between color-coded spot types. XYZ positions shown without commas: e.g., 013 is {0,1,3}.
[Updated: Febuary 23, 2020]
Fun pop quiz. Spot the physics theory hidden in Tables 1 to 3.
Table 1: Physics Theory: Some First Principles
The myth that Bell inequality violation establishes superluminal causality is debunked. Entanglement experiments designed to demonstrate non-local effects apparently all rely on Bell's theorem also known as the Bell inequality. However, Bell himself stated, "There is a way to escape the inference of superluminal speeds and spooky action at a distance. But it involves absolute determinism in the universe..." (ref. 5 in [1]). Therefore, according to Bell, the exact time-development laws called bit operations [2] [3] [4] in binary mechanics (BM) [5] prevent particle entanglement experiments from demonstrating non-local "spooky action at a distance". This inescapable conclusion debunks the myth that the Bell inequality can be used in entanglement experiments to demonstrate superluminal effects and implies that quantum mechanics (QM) assumptions that system time-evolution is fundamentally probabilistic (not exact) are questionable. In short, use of the Bell inequality in entanglement experiments acts to establish that legacy QM formalism has been hopelessly flawed, no doubt including the unjustified assumption of continuous space-time.
Fig. 1: Unintended Result Surprises Investigators
Legend: Believers in superliminal causality face their worst nightmare, caught in the headlights of binary mechanics.
[Updated: Apr 12, 2018]
For the first time, the empirically measured value of Planck's constant h is calculated from first principles of a physical theory to the full precision allowed by CODATA values. Using the postulates of binary mechanics (BM) where both space and time are quantized [1], this report describes the key steps in this calculation and proposes values for the fundamental length d and time t constants.
(1) Bit velocity v was defined as greater than the speed of light in a vacuum c consistent with the BM constraint that v > c [2].
(2) A physical interpretation of BM space [3] suggested a proposed value for the fundamental BM length constant d as approximately 0.67 fm.
(3) d/v = t' = approximately 7.14E-25 s, the fundamental time constant in BM space-time.
(4) The fine structure constant α maps this quantized time unit t' from BM space to observational space with t = αt' = approximately 5.2124E-27 s.
(5) Intrinsic electron spin and hence the Planck constant h was calculated using only electron rest mass me and the proposed length d and time t constants.
(6) In addition to steps (3) and (4) above, another method was used to calculate quantized time t based only on me, h and quantized length d.
(7) Finally, eq. 9 calculates Planck constant h directly from the independently determined length constant d (step 2 above) and familiar physical constants.
Some consequences of time quantization in binary mechanics (BM) [1], which postulates a fundamental time unit and constant named the tick (t), are (1) precise definition of the phenomenon of electromagnetic (EM) resonance at the most elemental level possible, (2) recognition of the particle time phase phenomenon due to elemental EM resonance and (3) complete explanation of the previously mysterious quantum mechanical (QM) particle up-down spin property. These advances mark the demise of the 72-year-old up-down particle spin mystery, born with the Stern-Gerlack experiment in 1922 [2] and ending with the BM postulate of quantized time in 1994 [1]. These perhaps milestone developments illustrate failure of QM formalism to elucidate physical observations due to its obsolete assumption of continuous space-time.
Fig. 1: Elemental EM resonance from space-time quantization
Legend: Five spot units at integer coordinates form part of a spot unit channel. Each spot unit consists of a mite (circle) and lite (arrow) bit locus. 1-state bits (yellow) at T = 0 shift in the lite direction (right) in unconditional bit operations (T = 1, 2, 3).
