LFIS–01: Derivation of the Cadence Law of Motion (S14) from Cadence Geometry
BMBeaupain, MIchael
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Abstract
LFIS–01 provides the canonical derivation of the Cadence Law of Motion (S14) within the Light Frame Cadence Geometry framework. Rather than introducing S14 as a heuristic or phenomenological relation, this volume demonstrates that its structure follows necessarily from invariant cadence principles (S00), the motion–stretch continuum (S06), cadence–mass coupling (S07), Cadence Triangle geometry (C28), LFC saturation (C51), and frame-matching constraints (C52). The derivation begins by establishing TS–TD orthogonality and the cadence-angle clockdθ = dt / C₀,then shows that, under cadence-slope invariance and finite representability, Temporal Stretch curvature must be represented radially as a 1/r contribution in…
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Authors
1- BMBeaupain, MIchaelCorresponding
Topics & keywords
Keywords
- Cadence
- Invariant (physics)
- Motion (physics)
- Curvature
- Frame of reference
- Reference frame
- Calculus (dental)
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