Genesis of a Quantum Impedance Model: It's Piledrivers all the way down

A mechanical analog of the Dirac equation can be found in the vibratory piledriver, a device comprised of two identical counter-rotating eccentric weights, transforming 2D rotational motion into 1D translation, the eccentrics corresponding to Dirac electron and positron spinors counter-rotating in phase space. Mass is quantized in quantum mechanics. Given a logically rigorous analysis of background independance and Mach's principle in the piledriver, quantized mechanical impedance networks are easily calculated, and easily transformed to electromagnetic via the electromechanical oscillator. This is important. Impedance matching governs amplitude and phase of energy transmission in QED wavefunction interactions. This presentation will outline the concept and history of impedance matching, how it got lost in quantum mechanics, and how it opens new windows within the standard models of particle physics and cosmology via the minimally (and maximally) complete geometric Clifford algebra representation of string theory vacuum wavefunctions.

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