Abstract
Quantum Measurement Units (QMU) provide the dimensional foundation of the Aether Physics Model (APM). The system begins with measurable quantum-scale quantities: electron mass, Compton length, quantum frequency, electrostatic charge, and magnetic charge. These units form a structured ledger for organizing physical constants, field equations, force laws, charge relations, and Aether-unit geometry.
Rather than treating units as arbitrary conventions, QMU treats physical measurement as part of the structure of physical law. Mass, length, frequency, charge, and rotational geometry are organized as related aspects of a quantized physical system. This permits known constants and equations to be rewritten in a ledger form that exposes closure relationships and dimensional dependencies.
QMU is central to QADI research because it provides the bridge between recognized physical constants and APM ontology. It is the dimensional language used throughout papers on Maxwell's equations, charge conversion, particle masses, gravitational structure, nuclear binding, cosmology, and experimental protocols.
Purpose of QMU
The purpose of QMU is to provide a physically grounded measurement system for unified dimensional analysis. Instead of beginning with SI units alone, QMU begins with quantum-scale physical quantities and uses them as the basis for dimensional closure.
QMU is used to express:
- Physical constants as structured unit relationships
- Electrostatic and magnetic charge domains
- Aether-unit geometry
- Mass, length, frequency, and charge normalization
- Rotational and torsional field quantities
- Force, impedance, conductance, and field equations
- Ledger closure across electromagnetism, gravity, and particle physics
Core QMU Base Quantities
| Quantity | Symbol | Role in QMU |
|---|---|---|
| Electron mass | me | Quantum mass basis |
| Compton length | λC | Quantum length basis |
| Quantum frequency | Fq | Frequency basis, with FqλC = c |
| Electrostatic charge | e2 | Electric charge-domain basis |
| Magnetic charge | eemax2 | Magnetic charge-domain basis |
| Aether unit | Au | Rotational closure unit |
Download QMU Papers
The following papers introduce and formalize Quantum Measurement Units:
Download QMU Paper Download QMU Axioms Download QMU in MKSQMU in the Aether Physics Model
The Aether Physics Model uses QMU as its dimensional foundation. The Aether unit, charge conversion factor, magnetic charge, curl, conductance, impedance, and gravitational quantities are expressed through QMU relationships.
One central identity is the QMU ledger relation connecting the Aether unit and curl to electromagnetic propagation:
This identity connects Aether-unit rotation to the propagation constant of electromagnetic interaction. It is one of the principal examples of how QMU recasts known constants into structured dimensional closure.
Recommended Reader Path
New readers should begin with this QMU overview, then continue to Charge Conversion Factor, Maxwell's Equations in QMU, Bridging the Standard Model and the Aether Physics Model, and Aether Physics Model Version 1.
Suggested Citation
Thomson III, David W. Quantum Measurement Units (QMU). Quantum AetherDynamics Institute (QADI).
Keywords
Quantum Measurement Units, QMU, Aether Physics Model, APM, electron mass, Compton wavelength, quantum frequency, electrostatic charge, magnetic charge, Aether unit, curl, dimensional algebra, dimensional closure, physical constants, unified physics, David W. Thomson III