Onduscular Theory (Teoria Ondusculară) & Quarks Informational Theory

The experiment is based on the vibration of the atomic center in the crystal metallic lattice of a mercury sample, which is transferred over the bonding electron orbital. If the atom is excited using the resonance phenomenon, the link between the atomic center and the electron can be broken, and the conduction electron will produce alternating current. The resonance frequency is 233 nm (2331.1 Å), enabling breaking of the binding between the atomic center and the bonding electron by photons of de Broglie associated wavelength.

The Potential Energy of nuclear precession is:

E = −μB cos θ

where θ is the angle between the direction of the applied field and the axis of nuclear rotation.

The nucleus energy is:

E = γ h B / 2π

The constant γ is the gyromagnetic ratio, a fundamental nuclear constant with a different value for every nucleus. h is Planck's constant and B is the magnetic field strength at the nucleus.

From tables for Hg(201): γ = −1.7686 × 10⁷ rad T⁻¹ s⁻¹; B₂ = 4.2 × 10¹⁴ Tesla (the magnetic field in the nucleus). The total energy is:

E = γ B₂ · I · (1−I) · ℏ

where I is the magnetic spin moment and B ∈ (4.2–8.2) × 10¹⁴ T. For conversion to eV, multiply by 6.24 × 10¹⁸.

For Hg(201): E = −1.7776 × 10⁷ rad T⁻¹s⁻¹ × (−3/4) × 3.54 × 10¹⁴ T × 1.0544 × 10⁻³⁴ Js × 6.24 × 10¹⁸ = 3.685 MeV. For Hg(199): E ≈ 3.33 MeV.

Total energy for 1 kg of Hg (using Avogadro's number, 3.0022 × 10²⁴ atoms/kg): E = N · (3.68 MeV · 0.132 + 3.33 MeV · 0.168) · 1.602 × 10⁻¹⁹ C = 5.091 × 10¹¹ J

Because the resonance frequency is in the UV range, a quartz cylinder filled with mercury must be used. With LASER, a power gain greater than 10× is possible. The stability required is of order 10⁻⁸ around 10.5 kHz, at which frequency a relative superconductivity at normal temperature (~24°C) appears.

For a tin-lead eutectic alloy (61.9% Sn, 38.1% Pb), the resonance wavelength is 337.5 nm. Energy released: E = 6.78 MeV (Sn 117+119, 16.6% abundance) and E = 3.9 MeV (Pb207, 22.1% abundance), yielding approximately 1.1 × 10¹⁰ J per kg of alloy.

According to QIT, the frequency of interaction between the magnetron and the optoelectron is 940–650 MHz: most probably 939.494691 MHz for Hg and 647.6398312 MHz for SnPb.

See: GyroMag.pdf and Full Abstract.

The Ondusculaire Theory refers to elementary particles with no mass that move at the speed of light and act as both wave and particle: phonon, Particle_T, photon, graviton, magnetron, and Particle_M; and to particles that have mass and move at speeds smaller than light (atomic nuclei, positron, electron).

The Ondusculaire equation can be derived from the generalized relativistic Onduscular formula (Eq. 1), where m is the moving mass, V is the speed, f is the wave function, E₀ is energy in Rydberg units, l is the azimuthal magnetic number, ε is vacuum permittivity, ℏ is the normalized Planck constant, and R is a constant distance:

R = 3.9228 × 10²² m

This constant applies to graviton, Particle_T, magnetron, photon, and phonon, where the rest mass m₀ = 0.

According to the Graviton Equation Document, the neutrino is the graviton, and its amplitude in spherical coordinates obeys a radial ODE with Dirichlet boundary condition a(2R, t) = 0. The graviton solution yields Newton's law of gravity. The photon amplitude in cylindrical coordinates is described in Photon.pdf.

The proton decomposes into neutron and positron, generating a neutrino which mediates gravity and interacts with other nuclei. Light can stop the nuclear reaction if it absorbs energy E = hν:

¹₁p + τ → ¹₀n + ⁰₊₁pos + ν + Muon Neutrino

The Electronic Neutrino is responsible for the attraction of mass. The neutron and tau neutrino regenerate a proton:

¹₀n + τ → ¹₁p + ⁰₋₁e + ν + Muon Neutrino

The nucleus vibrates in its orbital, and absorption of energy E_1ω = 3.259 eV creates a Gravitonically Ionized State at ν → λ ≈ 30.8 Å, with the modified Planck's law giving E_2ω = 3.259 eV at 380.43 nm.

Power required to sustain 1 gram of Hg in gravitonic ionization: P_Hg(g) = 0.491 × 10⁻²³ × 3 × 10²¹ J/s ≈ 14.74 mW/g For a mole of Hg: ~2.948 W/mol. For Al (atomic mass 27): P_Al(g) ≈ 109.2 mW/g.

Between two Time Quanta, the spin-½ electron performs a double spin rotation of 720° and returns to its same relative position in space (applicable to any spin-½ particle).

A new UV LASER (250–500 nm) based on Cl₂F₂C (freon) and noble gas He/Ne/Ar/Kr/Xe/Rn has the same CO₂-equivalent function. The molecular N₂ analogy shows that CO₂ is equivalent to CFC + noble gas, and by changing the noble gas the wavelength and optical power can be tuned. Conditions for lasing: (i) inverted population, (ii) metastable excited state, (iii) stimulated emission.

See full documents: Abstract Gravity  ·  Onduscular Theory (English)  ·  Graviton's Equation Document

There are 6 informational quarks: Mass (M), Magnetic (M_g), Electricity (E), Gravity (G), Light (L), and Time (T). A particle is always composed of three informational quarks. Two particles may interact if they are neighboring for at least one quantum of time, and exchange information. If the sum of interaction for one type of quark is 0, another quark may appear; the stable configuration of a new particle consists of three quarks.

Correspondence with Standard Model quarks:

• Light = Up Quark; Magnetic field = Down Quark
• Gravity = Charm Quark; Electricity = Strange Quark
• Time = Top Quark; Mass = Bottom Quark

Full document: Quarks Informational Theory (PDF)