The Mechanical Origin of Planck's Constant and the Universal Gravitational Constant

Abstract This paper dismantles the conventional view of "fundamental constants" as arbitrary, causeless numerical values. By applying the principles of Orthogonal Tensorial Mechanics, I provide a mathematical derivation for Planck's constant (h) as a switching threshold for tensors, and the gravitational constant (G) as a coefficient of the vacuum "suction" generated by nucleonic pulsation. Furthermore, this work establishes the critical distinction between frequency energy and frictional heat (Q), resolving the long-standing tension between inertial mass and gravitational potency while providing a mechanical explanation for planetary magnetism and tectonic dynamics. Keywords: Tensorial Mechanics, Discontinuum Topology, Tensorial Equilibrium Center (CET), Dynamic Triad, Orthogonal Tensors, Mechanical Origin of Planck’s Constant, Universal Gravitational Constant Derivation, Quantum Action Threshold, Lattice Rigidity, Gravitational Suction Model, Nucleonic Coherence Frequency, Tensorial Heat (Q), Bipyramidal Geometry, Planetary Coherence (0.11 Hz), Field Unification,