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Secrets of the Aether  Aetherwizard by Quantum AetherDynamics Institute   501(c)3  Donations Accepted

Table of Constants and Units

Constants

Aether / Particle Masses
Aether
Mass
Electron
Mass
Proton
Mass
Neutron
Mass
\( m_{a}=3.268\times 10^{15}\,\mathrm{kg} \) \( {m_{e}}=9.109\times 10^{-31}\,\mathrm{kg} \) \( {m_{p}}=1.673\times 10^{-27}\,\mathrm{kg} \) \( {m_{n}}=1.675\times 10^{-27}\,\mathrm{kg} \)
Magnetic Charges
Aether
Magnetic Charge
Electron
Magnetic Charge
Proton
Magnetic Charge
Neutron
Magnetic Charge
\( {e_a}^{2}=5.021\times 10^{8}\,\mathrm{coul}^{2} \) \( {e_{emax}}^{2}=1.410\times 10^{-37}\,\mathrm{coul}^{2} \) \( {e_{pmax}}^{2}=2.570\times 10^{-34}\,\mathrm{coul}^{2} \) \( {e_{nmax}}^{2}=2.573\times 10^{-34}\,\mathrm{coul}^{2} \)
Fine Structures
Aether
Fine Structure
Electron
Fine Structure
Proton
Fine Structure
Neutron
Fine Structure
\( a= 2.034\times 10^{-48} \) \( \alpha=7.297\times 10^{-3} \) \( p=3.974\times 10^{-6} \) \( n=3.969\times 10^{-6} \)
Core QMU Constants
Electrostatic ChargeCompton WavelengthQuantum FrequencyLength Density Constant
\( e^{2}=2.567\times 10^{-38}\,\mathrm{coul}^{2} \) \( {\lambda_C}=2.426\times 10^{-12}\,\mathrm{m} \) \( {F_q}=1.236\times 10^{20}\,\mathrm{Hz} \) \( ldns_{0}=1.347\times 10^{27}\,\dfrac{\mathrm{kg}}{\mathrm{m}} \)
Aether/EM/Gravity Constants
Aether Unit
Magnetic Constant
Coulomb
Electrostatic Constant
Newton
Gravitational Constant
Gforce
\( A_{u}=1.419\times 10^{12}\,\dfrac{\mathrm{kg}\cdot \mathrm{m}^{3}}{\mathrm{s}^{2}\cdot \mathrm{coul}^{2}} \) \( k_{C}=8.988\times 10^{9}\,\dfrac{\mathrm{kg}\cdot \mathrm{m}^{3}}{\mathrm{s}^{2}\cdot \mathrm{coul}^{2}} \) \( G=6.673\times 10^{-11}\,\dfrac{\mathrm{m}^{3}}{\mathrm{kg}\cdot \mathrm{s}^{2}} \) \( \mathrm{Gforce}=1.210\times 10^{44}\,\mathrm{N} \)
Derived EM Constants
Speed of PhotonsConductance ConstantPermeability ConstantPermittivity Constant
\( c=2.998\times 10^{8}\,\dfrac{\mathrm{m}}{\mathrm{s}} \) \( Cd=2.112\times 10^{-4}\,\dfrac{\mathrm{s}\cdot \mathrm{coul}^{2}}{\mathrm{kg}\cdot \mathrm{m}^{2}} \) \( \mu_{0}=1.257\times 10^{-6}\,\dfrac{\mathrm{H}}{\mathrm{m}} \) \( \epsilon_{0}=8.854\times 10^{-12}\,\dfrac{\mathrm{F}}{\mathrm{m}} \)

Electromagnetic Field and Interaction Units

Dynamic Units

1. Rotating Magnetic Field
2. Aether Unit
3. Electron Flux
Magnetic FieldMagnetic Volume
\( A_u = 16\pi^{2} \) \( \mathrm{mfld} = \dfrac{16\pi^{2}\,{\lambda_C}}{c} \) \( \mathrm{mvlm} = \dfrac{16\pi^{2}\,{\lambda_C}^{2}}{c} \)
1. Electric Potential
2. Electromotive Force
Magnetic FluxInductance
\( \mathrm{potn} = \dfrac{16\pi^{2}}{{\lambda_C}} \) \( \mathrm{mflx} = \dfrac{16\pi^{2}}{c} \) \( \mathrm{indc} = \dfrac{16\pi^{2}\,{\lambda_C}}{c^{2}} \)
Electric Field Strength1. Magnetic Rigidity
2. Magnetic Velocity
Permeability
\( \mathrm{elfs} = \dfrac{16\pi^{2}}{{\lambda_C}^{2}} \) \( \mathrm{magr} = \dfrac{16\pi^{2}}{c\,{\lambda_C}} \) \( \mathrm{perm} = \dfrac{16\pi^{2}}{c^{2}} \)
1. Diverging Electric Field
2. Surface Tension Charge
3. Magnetic Resonance
Magnetic Flux Density1. Magnetism
2. Mass to Charge Ratio
\( \mathrm{dvef} = \dfrac{16\pi^{2}}{{\lambda_C}^{3}} \) \( \mathrm{mfxd} = \dfrac{16\pi^{2}}{c\,{\lambda_C}^{2}} \) \( \mathrm{mchg} = \dfrac{16\pi^{2}}{c^{2}\,{\lambda_C}} \)

Substrate Units

PermittivityMagnetic Flux Intensity RatioMagnetic Field Exposure
\( \mathrm{ptty} = \dfrac{1}{16\pi^{2}} \) \( \mathrm{mfir} = \dfrac{c}{16\pi^{2}\cdot {\lambda_C}} \) \( \mathrm{mfde} = \dfrac{c}{16\pi^{2}\cdot {\lambda_C}^{2}} \)
CapacitanceConductanceAether Fluctuation Potential
\( \mathrm{capc} = \dfrac{{\lambda_C}}{16\pi^{2}} \) \( \mathrm{cond} = \dfrac{c}{16\pi^{2}} \) \( \mathrm{aefp} = \dfrac{c^{2}}{16\pi^{2}\,{\lambda_C}} \)
AcceptanceExposure Diffusion FluxCurl
\( \mathrm{accp} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}} \) \( \mathrm{exdf} = \dfrac{c\,{\lambda_C}}{16\pi^{2}} \) \( \mathrm{curl} = \dfrac{c^{2}}{16\pi^{2}} \)
Converging Electric FieldConductance DensityExposure
\( \mathrm{cvef} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}} \) \( \mathrm{cden} = \dfrac{c\,{\lambda_C}^{2}}{16\pi^{2}} \) \( \mathrm{expr} = \dfrac{c^2\,{\lambda_C}}{16\pi^{2}} \)

Magnetic Field Resistance and Flow Units

Dynamic Units

FrictionMagnetic Flow ImpedanceFlux Flow Equilibrium
\( \mathrm{fric} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{2}\,{\lambda_C}} \) \( \mathrm{mgfi} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{3}} \) \( \mathrm{ffeq} = \dfrac{16\pi^{2}\cdot 16\pi^{2}\,{\lambda_C}}{{m_{e}}\, c^{4}} \)
Kinetic FrictionResistanceMagnetic Permeance
\( \mathrm{kfcn} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{2}\,{\lambda_C}^{2}} \) \( \mathrm{resn} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{3}\,{\lambda_C}} \) \( \mathrm{magp} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{4}} \)
Magnetic Flux Density WaveMagnetic Diffusion ImpedanceThermal Magnetic Friction
\( \mathrm{mfdw} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{2}\,{\lambda_C}^{3}} \) \( \mathrm{mdif} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{3}\,{\lambda_C}^{2}} \) \( \mathrm{thmf} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{4}\,{\lambda_C}} \)
Aether Resistance Stability FactorPotential Charge Concentration FactorMagnetic Opposition
\( \mathrm{arsf} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{2}\,{\lambda_C}^{4}} \) \( \mathrm{pccf} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{3}\,{\lambda_C}^{3}} \) \( \mathrm{mopp} = \dfrac{16\pi^{2}\cdot 16\pi^{2}}{{m_{e}}\, c^{4}\,{\lambda_C}^{2}} \)

Substrate Units

Electromagnetic RatioElectromagnetic Interaction CoefficientCurrent Flow Facilitation Factor
\( \mathrm{emro} = \dfrac{{m_{e}}\, c^{2}\,{\lambda_C}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{emic} = \dfrac{{m_{e}}\, c^{3}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{cfff} = \dfrac{{m_{e}}\, c^{4}}{(16\pi^{2}\cdot 16\pi^{2})\,{\lambda_C}} \)
Magnetic Spatial ComplianceAdmittanceMagnetic Reluctance
\( \mathrm{masc} = \dfrac{{m_{e}}\, c^{2}\,{\lambda_C}^{2}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{admt} = \dfrac{{m_{e}}\, c^{3}\,{\lambda_C}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{mrlc} = \dfrac{{m_{e}}\, c^{4}}{16\pi^{2}\cdot 16\pi^{2}} \)
Magnetic Current ImpedanceMagnetic Field ResistanceMagnetic Field Energy
\( \mathrm{mcri} = \dfrac{{m_{e}}\, c^{2}\,{\lambda_C}^{3}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{mfdr} = \dfrac{{m_{e}}\, c^{3}\,{\lambda_C}^{2}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{mfen} = \dfrac{{m_{e}}\, c^{4}\,{\lambda_C}}{16\pi^{2}\cdot 16\pi^{2}} \)
Magnetic Charge per Unit PotentialMagneto-Spatial Impedance RatioElectromagnetic Interaction Density
\( \mathrm{mcup} = \dfrac{{m_{e}}\, c^{2}\,{\lambda_C}^{4}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{msir} = \dfrac{{m_{e}}\, c^{3}\,{\lambda_C}^{3}}{16\pi^{2}\cdot 16\pi^{2}} \) \( \mathrm{emid} = \dfrac{{m_{e}}\, c^{4}\,{\lambda_C}^{2}}{16\pi^{2}\cdot 16\pi^{2}} \)

Quantum Electrodynamic Foundational Units

Dynamic Units

Quantum Photomagnetic DensityMagnetic Charge per PhotonMagnetic Charge Density per RotationMagnetic Charge Rotational Density
\( \mathrm{qpmd} = \dfrac{1}{16\pi^{2}\, c^{3}} \) \( \mathrm{mcpp} = \dfrac{{\lambda_C}}{16\pi^{2}\, c^{2}} \) \( \mathrm{mcdr} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}\, c} \) \( \mathrm{mcrd} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}} \)
Quantum Illumination DensityQuantum Electric Charge FluxCharge Surface-Temporal Confinement CoefficientCharge Surface Confinement Coefficient
\( \mathrm{qild} = \dfrac{1}{16\pi^{2}\, c^{2}\,{\lambda_C}} \) \( \mathrm{qecf} = \dfrac{1}{16\pi^{2}\, c} \) \( \mathrm{cscc} = \dfrac{{\lambda_C}}{16\pi^{2}} \) \( \mathrm{chcc} = \dfrac{{\lambda_C}^{2}\, c}{16\pi^{2}} \)
Quantum Electric Charge JerkQuantum Electric Charge AccelerationQuantum Electric Charge DriftQuantum Electric Charge Displacement
\( \mathrm{qecj} = \dfrac{1}{16\pi^{2}\, c\,{\lambda_C}^{2}} \) \( \mathrm{qeca} = \dfrac{1}{16\pi^{2}\,{\lambda_C}} \) \( \mathrm{qecd} = \dfrac{c}{16\pi^{2}} \) \( \mathrm{ecdp} = \dfrac{c^{2}\,{\lambda_C}}{16\pi^{2}} \)
Quantum Electric Charge IntensityQuantum Electric Charge OscillationQuantum Electric Charge FluctuationMagnetic Charge Affinity
\( \mathrm{qeci} = \dfrac{1}{16\pi^{2}\,{\lambda_C}^{3}} \) \( \mathrm{qeco} = \dfrac{c}{16\pi^{2}\,{\lambda_C}^{2}} \) \( \mathrm{ecfx} = \dfrac{c^{2}}{16\pi^{2}\,{\lambda_C}} \) \( \mathrm{mcaf} = \dfrac{c^{3}}{16\pi^{2}} \)

Substrate Units

Quantum Electric Field Volumetric ResonanceQuantum Electric Field Volumetric AdaptabilityQuantum Electric Field Volumetric ComplianceCharge Volume
\( \mathrm{efvr}= 16\pi^{2}\, c^{3} \) \( \mathrm{efva} = \dfrac{16\pi^{2}\, c^{2}}{{\lambda_C}} \) \( \mathrm{efvc} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{2}} \) \( \mathrm{chvm} = \dfrac{16\pi^{2}}{{\lambda_C}^{3}} \)
Ball LightningPlasmaMagnetic MomentSurface Charge
\( \mathrm{ball} = 16\pi^{2}\, c^{2}\,{\lambda_C} \) \( \mathrm{plsm} = 16\pi^{2}\, c \) \( \mathrm{magm} = \dfrac{16\pi^{2}}{{\lambda_C}} \) \( \mathrm{sfch} = \dfrac{16\pi^{2}}{c\,{\lambda_C}^{2}} \)
Quantum Electric Field Dynamic ResponsivityAccelerating ChargeCharge VelocityCharge Length (Charge Displacement)
\( \mathrm{efdr} = 16\pi^{2}\, c\,{\lambda_C}^{2} \) \( \mathrm{acch} = 16\pi^{2}\, {\lambda_C} \) \( \mathrm{chvl} = \dfrac{16\pi^{2}}{c} \) \( \mathrm{chgl} = \dfrac{16\pi^{2}}{c^{2}} \)
Quantum Electric Field Temporal IntensityCharge Resonance (Electric Coupling)CurrentCharge
\( \mathrm{efti} = 16\pi^{2}\, {\lambda_C}^{3} \) \( \mathrm{chrs} = \dfrac{16\pi^{2}\, {\lambda_C}^{2}}{c} \) \( \mathrm{curr} = \dfrac{16\pi^{2}\, {\lambda_C}}{c^{2}} \) \( \mathrm{chrg} = \dfrac{16\pi^{2}}{c^{3}} \)

Quantum Electrodynamic Distribution Units

Dynamic Units

Quantum Volumetric Charge InertiaQuantum Volumetric Charge ReluctanceQuantum Volumetric Charge PersistenceSpecific Charge
\( \mathrm{qvci} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}\, c^{3}} \) \( \mathrm{qvcr} = \dfrac{{\lambda_C}^{4}}{16\pi^{2}\, c^{2}} \) \( \mathrm{qvcp} = \dfrac{{\lambda_C}^{5}}{16\pi^{2}\, c} \) \( \mathrm{spch} = \dfrac{{\lambda_C}^{6}}{16\pi^{2}} \)
Quantum Charge Distribution ResistanceQuantum Charge Distribution PeriodicityQuantum Charge Distribution Dynamics1. Charge Distribution
2. Stroke
\( \mathrm{qcdr} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}\, c^{2}} \) \( \mathrm{qcdp} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}\, c} \) \( \mathrm{qcdd} = \dfrac{{\lambda_C}^{4}}{16\pi^{2}} \) \( \mathrm{chds} = \dfrac{{\lambda_C}^{5} c}{16\pi^{2}} \)
Quantum Charge Radius ResistanceQuantum Charge Radius PeriodicityQuantum Charge Radius DynamicsCharge Radius
\( \mathrm{qcrr} = \dfrac{{\lambda_C}}{16\pi^{2}\, c} \) \( \mathrm{qcrp} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}} \) \( \mathrm{qcrd} = \dfrac{{\lambda_C}^{3} c}{16\pi^{2}} \) \( \mathrm{chgr} = \dfrac{{\lambda_C}^{4} c^{2}}{16\pi^{2}} \)

Substrate Units

Quantum Charge Density IntensityQuantum Charge Density ResonanceQuantum Charge Density OscillationCharge Density
\( \mathrm{qcdi} = \dfrac{16\pi^{2}\, c^{3}}{{\lambda_C}^{3}} \) \( \mathrm{cdrs} = \dfrac{16\pi^{2}\, c^{2}}{{\lambda_C}^{4}} \) \( \mathrm{cdos} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{5}} \) \( \mathrm{chgd} = \dfrac{16\pi^{2}}{{\lambda_C}^{6}} \)
Quantum Electric Surface IntensityQuantum Electric Field ResonanceCurrent DensityElectric Flux Density
\( \mathrm{qesi} = \dfrac{16\pi^{2}\, c^{2}}{{\lambda_C}^{2}} \) \( \mathrm{qefr} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{3}} \) \( \mathrm{cdns} = \dfrac{16\pi^{2}}{{\lambda_C}^{4}} \) \( \mathrm{efxd} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{5}} \)
Quantum Electric Gradient IntensityQuantum Electric Gradient ResonanceMagnetic Field IntensityElectric Charge Gradient
\( \mathrm{qegi} = \dfrac{16\pi^{2}\, c}{{\lambda_C}} \) \( \mathrm{qegr} = \dfrac{16\pi^{2}}{{\lambda_C}^{2}} \) \( \mathrm{mfdi} = \dfrac{16\pi^{2}}{c\,{\lambda_C}^{3}} \) \( \mathrm{elcg} = \dfrac{16\pi^{2}}{c^{2}\,{\lambda_C}^{4}} \)

Electromagnetic Behavioral Units

Dynamic Units

Trivariate Magnetic OscillationVarying Electric FieldElectric FieldSpecific Charge
\( \mathrm{trmo} = \dfrac{c^{3}}{16\pi^{2}} \) \( \mathrm{vefd} = \dfrac{c^{2}\,{\lambda_C}}{16\pi^{2}} \) \( \mathrm{efld} = \dfrac{c\,{\lambda_C}^{2}}{16\pi^{2}} \) \( \mathrm{spch} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}} \)
Dynamic Electric Field IntensityCharge TemperatureCharge Sweep1. Charge Distribution
2. Stroke
\( \mathrm{defi} = \dfrac{c^{2}}{16\pi^{2}} \) \( \mathrm{chgt} = \dfrac{c\,{\lambda_C}}{16\pi^{2}} \) \( \mathrm{chgs} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}} \) \( \mathrm{chds} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}\, c} \)
Dynamic Electric Field FluxCharge AccelerationCharge VelocityCharge Radius
\( \mathrm{deff} = \dfrac{c}{16\pi^{2}} \) \( \mathrm{chga} = \dfrac{{\lambda_C}}{16\pi^{2}} \) \( \mathrm{chgv} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}\, c} \) \( \mathrm{chgr} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}\, c^{2}} \)
Dynamic Electric Field OscillationCharge Resonance1. Magnetic Current
2. Charge Frequency
Magnetic Charge Affinity
\( \mathrm{defa} = \dfrac{1}{16\pi^{2}} \) \( \mathrm{crsn} = \dfrac{{\lambda_C}}{16\pi^{2}\, c} \) \( \mathrm{mcur} = \dfrac{{\lambda_C}^{2}}{16\pi^{2}\, c^{2}} \) \( \mathrm{mcaf} = \dfrac{{\lambda_C}^{3}}{16\pi^{2}\, c^{3}} \)

Substrate Units

Quantum Electric Field SusceptibilityQuantum Electric Field ReceptivityQuantum Electric Field ComplianceCharge Density
\( \mathrm{qefs} = \dfrac{16\pi^{2}}{c^{3}} \) \( \mathrm{qerc} = \dfrac{16\pi^{2}}{c^{2}\,{\lambda_C}} \) \( \mathrm{qefc} = \dfrac{16\pi^{2}}{c\,{\lambda_C}^{2}} \) \( \mathrm{chgd} = \dfrac{16\pi^{2}}{{\lambda_C}^{3}} \)
Quantum Electric Field IntensityQuantum Electric Field ResonanceMagnetic Charge Density FrequencyElectric Flux Density
\( \mathrm{qefi} = \dfrac{16\pi^{2}}{c^{2}} \) \( \mathrm{efrs} = \dfrac{16\pi^{2}}{c\,{\lambda_C}} \) \( \mathrm{mcdf} = \dfrac{16\pi^{2}}{{\lambda_C}^{2}} \) \( \mathrm{efxd} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{3}} \)
Quantum Electric Field PlasticityQuantum Electric Field ElasticityQuantum Electric Field ConductanceElectric Charge Gradient
\( \mathrm{qefp} = \dfrac{16\pi^{2}}{c} \) \( \mathrm{qefe} = \dfrac{16\pi^{2}}{{\lambda_C}} \) \( \mathrm{efcd} = \dfrac{16\pi^{2}\, c}{{\lambda_C}^{2}} \) \( \mathrm{elcg} = \dfrac{16\pi^{2}\, c^{2}}{{\lambda_C}^{3}} \)
Quantum Electric Field PermeabilityQuantum Electric Field SusceptibilityQuantum Electric Field PermittivityCharge
\( \mathrm{efpm} = 16\pi^{2} \) \( \mathrm{efsu} = \dfrac{16\pi^{2}\, c}{{\lambda_C}} \) \( \mathrm{efpt} = \dfrac{16\pi^{2}\, c^{2}}{{\lambda_C}^{2}} \) \( \mathrm{chrg} = \dfrac{16\pi^{2}\, c^{3}}{{\lambda_C}^{3}} \)

Fundamental Inertial and Behavioral Units

Dynamic Units

LightPhotonQuantum Angular ReachVortex
\( \mathrm{ligt} = {m_{e}}\, c^{3} \) \( \mathrm{phtn} = {m_{e}}\, c^{2}\,{\lambda_C} \) \( \mathrm{qanr} = {m_{e}}\, c\,{\lambda_C}^{2} \) \( \mathrm{vrtx} = {m_{e}}\,{\lambda_C}^{3} \)
PowerEnergyAngular MomentumMoment of Inertia
\( \mathrm{powr} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}} \) \( \mathrm{enrg} = {m_{e}}\, c^{2} \) \( \mathrm{angm} = {m_{e}}\, c\,{\lambda_C} \) \( \mathrm{minr} = {m_{e}}\,{\lambda_C}^{2} \)
1. Shock Frequency
2. Light Intensity
ForceMomentumTorque
\( \mathrm{lint} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}^{2}} \) \( \mathrm{forc} = \dfrac{{m_{e}}\, c^{2}}{{\lambda_C}} \) \( \mathrm{momt} = {m_{e}}\, c \) \( \mathrm{torq} = {m_{e}}\,{\lambda_C} \)
IrradianceSurface TensionIntensityMass
\( \mathrm{irrd} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}^{3}} \) \( \mathrm{sten} = \dfrac{{m_{e}}\, c^{2}}{{\lambda_C}^{2}} \) \( \mathrm{ints} = \dfrac{{m_{e}}\, c}{{\lambda_C}} \) \( \mathrm{mass} = {m_{e}} \)

Substrate Units

Optical ComplianceInnate Particulate ReolvabilityQuantum Volumetric ReceptivityQuantum Volumetric Inertia
\( \mathrm{ocmp} = \dfrac{1}{{m_{e}}\, c^{3}} \) \( \mathrm{inpr} = \dfrac{1}{{m_{e}}\, c^{2}\,{\lambda_C}} \) \( \mathrm{qvrc} = \dfrac{1}{{m_{e}}\, c\,{\lambda_C}^{2}} \) \( \mathrm{qvoi} = \dfrac{1}{{m_{e}}\,{\lambda_C}^{3}} \)
Quantum Surface ReceptivityQuantum Surface InertiaQuantum Angular Receptivity GaugeQuantum Area Inertia
\( \mathrm{qsrc} = \dfrac{{\lambda_C}}{{m_{e}}\, c^{3}} \) \( \mathrm{qusi} = \dfrac{1}{{m_{e}}\, c^{2}} \) \( \mathrm{qarg} = \dfrac{1}{{m_{e}}\, c\,{\lambda_C}} \) \( \mathrm{qari} = \dfrac{1}{{m_{e}}\,{\lambda_C}^{2}} \)
Quantum Inverse Light IntensitySpatial TensilityQuantum MobilityQuantum Flexibility
\( \mathrm{qili} = \dfrac{{\lambda_C}^{2}}{{m_{e}}\, c^{3}} \) \( \mathrm{sptn} = \dfrac{{\lambda_C}}{{m_{e}}\, c^{2}} \) \( \mathrm{qmob} = \dfrac{1}{{m_{e}}\, c} \) \( \mathrm{qflx} = \dfrac{1}{{m_{e}}\,{\lambda_C}} \)
Quantum OpacityQuantum SpreadabilityDisplacement FieldQuantum Existential Limit
\( \mathrm{qopq} = \dfrac{{\lambda_C}^{3}}{{m_{e}}\, c^{3}} \) \( \mathrm{qspr} = \dfrac{{\lambda_C}^{2}}{{m_{e}}\, c^{2}} \) \( \mathrm{dfld} = \dfrac{{\lambda_C}}{{m_{e}}\, c} \) \( \mathrm{qexl} = \dfrac{1}{{m_{e}}} \)

Density and Distributional Behavioral Units

Dynamic Units

Quantum Mass Frequency ActivityQuantum Mass Resonance OccupationQuantum Mass Frequency OscillationMass Density
\( \mathrm{qmfa} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}^{6}} \) \( \mathrm{qmro} = \dfrac{{m_{e}}\, c^{2}}{{\lambda_C}^{5}} \) \( \mathrm{qmfo} = \dfrac{{m_{e}}\, c}{{\lambda_C}^{4}} \) \( \mathrm{masd} = \dfrac{{m_{e}}}{{\lambda_C}^{3}} \)
Quantum Surface ActivityForce DensityMomentum DensitySurface Density
\( \mathrm{qsac} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}^{5}} \) \( \mathrm{fdns} = \dfrac{{m_{e}}\, c^{2}}{{\lambda_C}^{4}} \) \( \mathrm{momd} = \dfrac{{m_{e}}\, c}{{\lambda_C}^{3}} \) \( \mathrm{sfcd} = \dfrac{{m_{e}}}{{\lambda_C}^{2}} \)
Pressure Diffusion RatePressureViscosity1. Rebound
2. Length Density
\( \mathrm{pdrt} = \dfrac{{m_{e}}\, c^{3}}{{\lambda_C}^{4}} \) \( \mathrm{pres} = \dfrac{{m_{e}}\, c^{2}}{{\lambda_C}^{3}} \) \( \mathrm{visc} = \dfrac{{m_{e}}\, c}{{\lambda_C}^{2}} \) \( \mathrm{ldns} = \dfrac{{m_{e}}}{{\lambda_C}} \)

Substrate Units

Quantum Volume Fluctuation ImpedanceQuantum Volume Temporal ComplianceQuantum Volume Dynamic FluxSpecific Volume
\( \mathrm{qvfi} = \dfrac{{\lambda_C}^{6}}{{m_{e}}\, c^{3}} \) \( \mathrm{qvtc} = \dfrac{{\lambda_C}^{5}}{{m_{e}}\, c^{2}} \) \( \mathrm{qvdf} = \dfrac{{\lambda_C}^{4}}{{m_{e}}\, c} \) \( \mathrm{spcv} = \dfrac{{\lambda_C}^{3}}{{m_{e}}} \)
Quantum Surface Frequency ResponseQuantum Area Resonance ComplianceQuantum Surface Dynamic ComplianceSpecific Area
\( \mathrm{qsfr} = \dfrac{{\lambda_C}^{5}}{{m_{e}}\, c^{3}} \) \( \mathrm{qarc} = \dfrac{{\lambda_C}^{4}}{{m_{e}}\, c^{2}} \) \( \mathrm{qsdc} = \dfrac{{\lambda_C}^{3}}{{m_{e}}\, c} \) \( \mathrm{spar} = \dfrac{{\lambda_C}^{2}}{{m_{e}}} \)
Quantum Linear Oscillation DensityQuantum Linear Dynamic ComplianceQuantum Linear Temporal ComplianceSpecific Length
\( \mathrm{qlod} = \dfrac{{\lambda_C}^{4}}{{m_{e}}\, c^{3}} \) \( \mathrm{qldc} = \dfrac{{\lambda_C}^{3}}{{m_{e}}\, c^{2}} \) \( \mathrm{qltc} = \dfrac{{\lambda_C}^{2}}{{m_{e}}\, c} \) \( \mathrm{spln} = \dfrac{{\lambda_C}}{{m_{e}}} \)

Coupling and Interactional Behavioral Units

Dynamic Units

Quantum Density Intensity ResistanceMass-Resonance Coupling RatioMass Frequency Distribution Ratio
\( \mathrm{qdir} = \dfrac{{m_{e}}}{c^{3}} \) \( \mathrm{mrcr} = \dfrac{{m_{e}}}{{\lambda_C}\, c^{2}} \) \( \mathrm{mfrd} = \dfrac{{m_{e}}}{{\lambda_C}^{2}\, c} \)
Surface Charge Intensity RatioSurface Charge Orbital CoefficientSurface Charge Temporal Factor
\( \mathrm{scir} = \dfrac{{m_{e}}\, {\lambda_C}}{c^{3}} \) \( \mathrm{scoc} = \dfrac{{m_{e}}}{c^{2}} \) \( \mathrm{sctf} = \dfrac{{m_{e}}}{{\lambda_C}\, c} \)
Length Density Quantum RatioLength Density Orbital CoefficientLength Density Temporal Factor
\( \mathrm{ldqr} = \dfrac{{m_{e}}\, {\lambda_C}^{2}}{c^{3}} \) \( \mathrm{ldoc} = \dfrac{{m_{e}}\, {\lambda_C}}{c^{2}} \) \( \mathrm{ldtf} = \dfrac{{m_{e}}}{c} \)
Quantum Mass Intensity ResistanceQuantum Mass Orbital PeriodQuantum Mass Temporal Coefficient
\( \mathrm{qmir} = \dfrac{{m_{e}}\, {\lambda_C}^{3}}{c^{3}} \) \( \mathrm{qmop} = \dfrac{{m_{e}}\, {\lambda_C}^{2}}{c^{2}} \) \( \mathrm{qmtc} = \dfrac{{m_{e}}\, {\lambda_C}}{c} \)

Substrate Units

Quantum Volume Oscillation DensityQuantum Aether Gravitational MobilityQuantum Aether Volumetric Flux Mobility
\( \mathrm{qvod} = \dfrac{c^{3}}{{m_{e}}} \) \( \mathrm{qagm} = \dfrac{{\lambda_C}\, c^{2}}{{m_{e}}} \) \( \mathrm{qavm} = \dfrac{{\lambda_C}^{2}\, c}{{m_{e}}} \)
Quantum Aether Surface Oscillation MobilityQuantum Aether Thermal MobilityQuantum Aether Angular Mobility
\( \mathrm{qasm} = \dfrac{c^{3}}{{m_{e}}\, {\lambda_C}} \) \( \mathrm{qatm} = \dfrac{c^{2}}{{m_{e}}} \) \( \mathrm{qaam} = \dfrac{{\lambda_C}\, c}{{m_{e}}} \)
Quantum Aether Dynamic IntensityQuantum Aether Dynamic MobilityQuantum Aether Mobility
\( \mathrm{qadi} = \dfrac{c^{3}}{{m_{e}}\, {\lambda_C}^{2}} \) \( \mathrm{qadm} = \dfrac{c^{2}}{{m_{e}}\, {\lambda_C}} \) \( \mathrm{qamo} = \dfrac{c}{{m_{e}}} \)
Specific Quantum Intensity FactorSpecific Quantum ResonanceSpecific Quantum Frequency
\( \mathrm{sqif} = \dfrac{c^{3}}{{m_{e}}\, {\lambda_C}^{3}} \) \( \mathrm{sqre} = \dfrac{c^{2}}{{m_{e}}\, {\lambda_C}^{2}} \) \( \mathrm{sqfr} = \dfrac{c}{{m_{e}}\, {\lambda_C}} \)

Oscillation and Spatial Dynamics Units

Dynamic Units

Quantum Volume Oscillation1. Double Toroid
2. Volume-Resonance
FlowVolume
\( \mathrm{qvos} = c^{3} \) \( \mathrm{dtrd} = c^{2}\,{\lambda_C} \) \( \mathrm{flow} = c\,{\lambda_C}^{2} \) \( \mathrm{volm} = {\lambda_C}^{3} \)
Quantum Surface Oscillation1. Radiation Dose
2. Temperature
1. Sweep
2. Angular Velocity
Area
\( \mathrm{qsfo} = \dfrac{c^{3}}{{\lambda_C}} \) \( \mathrm{temp} = c^{2} \) \( \mathrm{swep} = c\,{\lambda_C} \) \( \mathrm{area} = {\lambda_C}^{2} \)
Quantum Dynamic FrequencyAccelerationVelocityLength
\( \mathrm{qdyf} = \dfrac{c^{3}}{{\lambda_C}^{2}} \) \( \mathrm{accl} = \dfrac{c^{2}}{{\lambda_C}} \) \( \mathrm{velc} = c \) \( \mathrm{leng} = {\lambda_C} \)
Quantum Intensity FactorResonanceFrequency 
\( \mathrm{qinf} = \dfrac{c^{3}}{{\lambda_C}^{3}} \) \( \mathrm{rson} = \dfrac{c^{2}}{{\lambda_C}^{2}} \) \( \mathrm{freq} = \dfrac{c}{{\lambda_C}} \)  

Substrate Units

Quantum Volume Oscillation ResistanceInverse Volume ResonanceVolumetric Field DensityField Intensity
\( \mathrm{qvor} = \dfrac{1}{c^{3}} \) \( \mathrm{invr} = \dfrac{1}{c^{2}\,{\lambda_C}} \) \( \mathrm{vfdn} = \dfrac{1}{c\,{\lambda_C}^{2}} \) \( \mathrm{fint} = \dfrac{1}{{\lambda_C}^{3}} \)
Quantum Surface Frequency ImpedanceQuantum Surface IntensitySurface Flux ResistanceBending Radius
\( \mathrm{qsfi} = \dfrac{{\lambda_C}}{c^{3}} \) \( \mathrm{qsin} = \dfrac{1}{c^{2}} \) \( \mathrm{sfrs} = \dfrac{1}{c\,{\lambda_C}} \) \( \mathrm{bndr} = \dfrac{1}{{\lambda_C}^{2}} \)
Quantum Dynamic Frequency ResistanceMomentum Resistance CoefficientQuantum Inertial DensityWave Number
\( \mathrm{qdfr} = \dfrac{{\lambda_C}^{2}}{c^{3}} \) \( \mathrm{morc} = \dfrac{{\lambda_C}}{c^{2}} \) \( \mathrm{quid} = \dfrac{1}{c} \) \( \mathrm{wavn} = \dfrac{1}{{\lambda_C}} \)
Quantum Intensity ResistanceOrbitTime 
\( \mathrm{qire} = \dfrac{{\lambda_C}^{3}}{c^{3}} \) \( \mathrm{orbt} = \dfrac{{\lambda_C}^{2}}{c^{2}} \) \( \mathrm{time} = \dfrac{{\lambda_C}}{c} \)  

Spatio-Temporal Dynamics Units

Dynamic Units

Orbital Volume EvolutionVolumetric Orbital CoherenceVolume-Time
\( \mathrm{ovev} = \dfrac{{\lambda_C}^{3}}{c^{3}} \) \( \mathrm{voco} = \dfrac{{\lambda_C}^{3}}{c^{2}} \) \( \mathrm{vlmt} = \dfrac{{\lambda_C}^{3}}{c} \)
Temporal Area FluxArea-Time FluxActive Area
\( \mathrm{tafx} = \dfrac{{\lambda_C}^{2}}{c^{3}} \) \( \mathrm{atfx} = \dfrac{{\lambda_C}^{2}}{c^{2}} \) \( \mathrm{acta} = \dfrac{{\lambda_C}^{2}}{c} \)
Helical Path LengthQuantum Trajectory LengthDynamic Length
\( \mathrm{hepl} = \dfrac{{\lambda_C}}{c^{3}} \) \( \mathrm{qtrl} = \dfrac{{\lambda_C}}{c^{2}} \) \( \mathrm{dynl} = \dfrac{{\lambda_C}}{c} \)

Substrate Units

Volumetric Quantum OscillationVolumetric ResonanceVolumetric Wave Frequency per Volume
\( \mathrm{voqo} = \dfrac{c^{3}}{{\lambda_C}^{3}} \) \( \mathrm{vlmr} = \dfrac{c^{2}}{{\lambda_C}^{3}} \) \( \mathrm{vlmw} = \dfrac{c}{{\lambda_C}^{3}} \)
Transverse Quantum Oscillation DensityTransverse ResonanceTransverse Wave Frequency per Area
\( \mathrm{tqod} = \dfrac{c^{3}}{{\lambda_C}^{2}} \) \( \mathrm{tvsr} = \dfrac{c^{2}}{{\lambda_C}^{2}} \) \( \mathrm{tvsw} = \dfrac{c}{{\lambda_C}^{2}} \)
Scalar Quantum Oscillation DensityScalar ResonanceScalar Wave Vorticity
\( \mathrm{sqod} = \dfrac{c^{3}}{{\lambda_C}} \) \( \mathrm{sclr} = \dfrac{c^{2}}{{\lambda_C}} \) \( \mathrm{sclw} = \dfrac{c}{{\lambda_C}} \)