Mechanistic Foundations of Charge Admittance
Background
The Charge Admittance (CA) theory originated from a mathematical framework in the early 2000s to predict electromagnetic (EM) antenna field patterns. It models energy not as abstract quanta alone but as resonant flux dipoles, describing photon energy as waves — EMlets — that propagate through a structured impedance field.
Origination of Motion: Wave Creation
There are two types of EM wave creation:
- Single-ended (unidirectional motion through asymmetric field tilt)
- Bi-directional (paired motion from symmetric energy collapse)
This process explains the emergence of localized energy motion before full particle formation.
Spin
In classical quantum mechanics, spin is an intrinsic, quantized property of particles. In CA, spin emerges from the aberrant motion of charges seeking energetic equilibrium. It is not literal angular rotation, but a topological consequence of dynamic imbalance in resonant charge dipoles.
Spin ∝ Field Aberration in Charge Equilibration
CA interprets spin as arising naturally from the vector coupling of sub-photonic motion under dynamic impedance constraints. Integer and half-integer values reflect stable periodic coupling.
First Lattice (Primordial Medium)
To address Einstein’s concern about how space can propagate energy, CA proposes a primordial lattice: a structured field defined by vacuum permittivity (ε0) and permeability (μ0). This lattice is the energetic substrate that permits propagation via impedance.
Lattice Medium = f(ε₀, μ₀)
A transmission line of space, not substance.
First Tilt (Gravitational Genesis)
Gravity in CA is not a mutual attraction but a gradient alignment of local impedance fields. When two field structures exist, their orientations induce a tilt in the lattice, guiding energy flow.
Gravitational Tilt ∝ ∇(Field Alignment)
Force ∝ ∇(Impedance)
This “first tilt” induces motion not through pulling, but via a slope along the impedance structure of space.
First gravity
The novel perspective that gravity is intricately linked to energy introduces a fresh viewpoint on its origin. The narrative unfolds with the inception of a charge Jerk wave coming into a confluence with another. This connection isn’t rooted in a mutual repulsion or attraction between the two charges but their combined fields interacting to change the Z0 field gradient.
g ∝ ∇Z₀ from wave interference.
Rest Energy and Impedance Coupling
At the heart of CA is the idea that rest energy couples with space’s impedance to produce observed acceleration and force effects.
Rest Energy (E₀) ∝ Z₀ Coupling
This explains how localized fields (like particles) interact with far-field impedance and produce force-like effects — including gravity, strong, weak, and EM forces — through impedance matching.
Energy Concentration
Lorentz forces govern energy concentration via the inverse-square law. These concentrated regions form gradients in ε₀ and μ₀, sculpting the lattice.
Field Strength ∝ 1/r²
∇(ε₀, μ₀) ∝ Energy Concentration
Gravity then emerges from the flow of energy down these gradients.
Resonance occurs when energy systems align in frequency and phase:
Resonance ⇔ Phase Synchronization
This is essential for:
- Photon-photon coherence
- Charge vector alignment
- Collective field formation
In-Resonance State: {E_photons, f, ϕ} matched across 4D
This is how CA explains wave propagation, antenna coupling, and energy scaling.
Self Resonance
Self-resonance is the feedback loop where systems oscillate at their natural frequency without external input. This explains behaviors from molecular vibration to radioactivity.
Self-Resonance → Internal Amplification → Energy Leakage
In CA, radioactive decay may result from unstable self-resonant states within a charge lattice.
Filtering
Multi-frequency filtering arises from near-wavelength attractions within the Z0 field. Similar but distinct frequencies group into harmonics or sidebands.
Filtering ∝ Group Resonance(f₁ ≈ f₂ ± δf)
This mechanism aligns sub-harmonic photon groups for stable energy structures and drives coherent behaviors in the universe.
Wave Formation
Waves in CA are coherent ensembles of photons, not sinusoidal abstractions. The amplitude slope of the wave reflects the net energy, while individual photons carry localized energy states.
E_wave ∝ Slope(Amplitude) × Cohesion(Photons)
An EM wave is analogous to a water wave: many H2O molecules form the amplitude, but energy is within the molecules.
Wave Energy = ∑ E_photon(∂ϕ/∂x)
Energy Propagation
CA models energy propagation like a transmission line. Energy flows toward the lowest impedance:
dE/dt ∝ -∇Z (Energy seeks impedance minima)
Far-field Flow ⇔ No Return Path
This underlies black hole feeding, EM radiation, and long-distance transfer.
Energy flow is governed by equilibration across impedance gradients, with entropy representing the system’s state change.
Entropy ∝ Rate of Equilibration Across ∇Z
Changes in energy field parameters (e.g., frequency, amplitude) propagate throughout the lattice.
Redshift
CA attributes redshift to cumulative impedance transformations, rather than just motion or mass-related gravitational time dilation.
Δλ ∝ ∫ ∇(ε₀, μ₀) over photon path
Low-f Redshift ≈ Exponential Falloff
This model anticipates greater redshift at lower frequencies, consistent with expansion and entropy increase.
Deflection
Energy path bending — gravitational lensing, scattering, sideband mixing — results from field fluctuations in ε0 and μ0:
Deflection ∝ ∇Z × Path Curvature
Gravitational Lensing ⇔ Spectral Mixing
Mixing can generate both frequency offsets and novel particles (nonlinear combinations).
Wave Recovery and Transduction
To extract work from an EM field:
- A current path must be established — usually via impedance shift (e.g., dipole excitation)
- Field strength must be captured via phase-matched resonance
I = dQ/dt, from E_dipole via Near Field → Far Field → Recovery
Examples:
- Antennas: couple EM field into current
- Zero-impedance detectors: convert charge directly
- Transformers: use magnetic flux to induce current
Particle formation
Particles emerge from stable energy toroids, where magnetic fields are fully enclosed and cannot radiate outward.
Stable Particle ⇔ Closed B-field + Arcing Dipole Collapse
Toroidal structures below vacuum breakdown voltage prevent current collapse and store energy locally — enabling persistent, particle-like behavior.