Pulse Core Lexicon
Pulse Tempo at a Harmonic Level
Definition
The Pulse Tempo at a Harmonic Level is one full 0 → 1 → 0 pulse at level ⚚: the Zinf cycle ℨ scaled by the level's doublings, ①⥂⧗(⚚) = ℨ × 2^⚚ × f^⚚.
The direction runs one way: ℨ is the base and the Tempo is built from it. It connects to Harmonic Scale and Our Pulse Tempo (Derived).
Mathematical Expression
From the book · Chapter 1 · The Zinf ℨ Unit and Measurable Genesis
①⥂⧗(⚚) = ℨ × 2^⚚ × f^⚚
Dimensional analysis:
Where (from the book): s(⚚) [∅], ①⥂⧗(⚚) [𝕋], s♁ [∅], ℨ [ℨ], f [∅]
[𝕋]
[ℨ] × [∅]^([∅]) × [∅]^([∅]) = [ℨ] × [∅] × [∅]^([∅]) = [ℨ] × [∅]^([∅]) = [ℨ] × [∅] = [ℨ]
[𝕋] = [ℨ] ✓ Valid PulseCore Verified ✓
One full pulse at level ⚚ is the Zinf cycle scaled by the level's doublings.
Technical Details
Category Equation
Chapter Chapter 1
Importance