Pulse Core Lexicon
Harmonic Scale
Definition
The Harmonic Scale is the scale a harmonic level gives: its doublings, each carrying the null-well heritage f, s(⚚) = 2^⚚ × f^⚚.
Every Planck value is its Zinf value times this one scale, raised to the power its dimensions set: once for time, length and mass, twice for the quantum of action, not at all for light speed and gravitation. Ours is s♁ ≈ 2.361 × 10⁶². It connects to Pulse Tempo at a Harmonic Level and Our Harmonic Level.
Mathematical Expression
From the book · Chapter 1 · The Zinf ℨ Unit and Measurable Genesis
s(⚚) = 2^⚚ × f^⚚
Dimensional analysis:
Where (from the book): s(⚚) [∅], ①⥂⧗(⚚) [𝕋], s♁ [∅], ℨ [ℨ], f [∅]
[∅]
[∅]^([∅]) × [∅]^([∅]) = [∅] × [∅]^([∅]) = [∅] × [∅] = [∅]
[∅] = [∅] ✓ Valid PulseCore Verified ✓
The scale a harmonic level ⚚ gives: its doublings, each carrying the null-well heritage f.
Technical Details
Category Equation
Chapter Chapter 1
Importance