Weber’s Universe — One Force. One Field.
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HERO
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THEORY
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FORCES
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PARTICLES
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COSMOLOGY
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OPEN QUESTIONS
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APPLICATIONS
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RESOURCES & LEGACY
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CTA & FOOTER
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A Unified Field Theory
One Force. One Field.
A unified framework combining Wilhelm Weber electrodynamics, variable speed of light, and quantum mechanics — explaining all fundamental forces through a single electromagnetic principle.
Core Concepts
The Unified Framework
How Weber’s foundational principle connects electromagnetism, gravity, and quantum mechanics into a single coherent theory.
Force Unification
Four Forces Become One
In Weber’s framework, the four fundamental interactions reduce to manifestations of a single electromagnetic principle.
Electromagnetism
The primary force in Weber theory. Electric charges interact through velocity-dependent potentials. Radio, light, and all EM phenomena emerge here.
Gravity
Gravity is explained as the far-field limit of Weber’s force law applied to relativistic electrons and positrons bound in dense stellar matter.
Weak Force
Beta decay and flavour-changing interactions emerge from mixed electron-quark couplings in the presence of background fields.
Strong Force
Quark confinement arises from the non-linear response of the quantum vacuum to ultra-high electromagnetic field strengths.
Particle Spectrum
Elementary Constituents
In Weber’s framework, all matter consists of electrons, positrons, and nucleons. Heavier ”particles” are bound states or excited configurations.
Electron
The fundamental negatively charged lepton. Stable, non-composite in Weber theory. Forms atoms and conducts electricity. Spin 1/2 from self-circulation in the electromagnetic field.
FUNDAMENTAL
Positron
The antimatter partner of the electron. Identical mass, opposite charge. Annihilates with electrons releasing energy. Rare in the current epoch due to matter-antimatter asymmetry.
FUNDAMENTAL
Proton
Stable, positively charged nucleus of hydrogen. In Weber theory, a bound state of electrons and positrons in a specific configuration. No quark substructure needed.
COMPOSITE
Spin: Self-Circulation in the Field
In Weber theory, spin is not an intrinsic property but arises from the circular motion of charge within the particle’s electromagnetic self-field. An electron’s spin-1/2 emerges naturally from solving the self-consistency equations of a charged oscillating dipole.
This explains why:
- Spin is quantised (only 1/2, 1, 3/2, …)
- Magneton scales match observation
- Spin-orbit coupling has the observed strength
- Pauli exclusion follows from field non-linearity
Cosmology
The Universe in Light of Weber
A variable-c cosmology addresses dark matter, dark energy, and the cosmic microwave background without ad-hoc particles or fields.
Expansion Without Inflation
In Weber theory, the universe doesn’t require an inflationary epoch. The apparent expansion is due to a gradual decrease in the speed of light as the universe cools and matter density decreases. Redshift naturally follows without invoking Hubble expansion.
Dark Matter Dissolves
What we call ”dark matter” is simply the gravitational effect of ordinary matter in high-density stellar regions combined with the non-linear response of the electromagnetic field. No exotic particles or WIMPs needed.
Dark Energy Reconsidered
The apparent acceleration of expansion stems from a changing c(t) that transitions between epochs. The universe may be decelerating or even contracting in ”proper time,” but appears to accelerate when measured with a changing fundamental constant.
Quantum Vacuum as Field
The quantum vacuum is not empty space but a structured medium—the underlying electromagnetic field in its ground state. Particles and forces are excitations and non-linearities of this universal field.
Research Frontiers
Open Questions
Weber’s framework is not complete. These are the key unsolved problems and pathways to refinement.
Formulating a self-consistent field equation that determines c(t) dynamically.
Deriving quantum statistics and commutation relations from the electromagnetic potential.
Explaining why the electron’s energy doesn’t radiate away in classical electromagnetism.
Designing experiments to test c(t) variation and non-linear field effects at accessible scales.
Deriving the ratio (e⁻ / e⁺) from first principles or initial conditions.
Reconciling Weber’s action-at-a-distance with local gauge symmetry.
Practical Impact
Where it Matters
Weber’s framework, if correct, has profound implications for technology, cosmology, and fundamental science.
Energy Generation
If Weber’s velocity-dependent coupling is correct, new mechanisms for extracting energy from moving charges and fields become possible. Ultra-efficient batteries, capacitors, and power systems could result.
Gravitational Engineering
If gravity emerges from electromagnetism, engineering massive charges and currents might allow local gravitational control—artificial gravity, shielding, or propulsion. Speculative but not forbidden.
Precision Measurement
Weber theory predicts tiny deviations from relativity in atomic clocks, GPS, and quantum sensors. Ultra-precise measurements could detect c(t) variations or field non-linearities, opening new metrological frontiers.
Information Technology
A deeper understanding of quantum mechanics through Weber’s field-based approach might reveal new computational principles, quantum algorithms, or communication protocols.
Cosmological Modelling
A variable-c cosmology can be tested against CMB data, large-scale structure, and supernovae. If validated, it reshapes our understanding of cosmic history and the fate of the universe.
Philosophical Implications
If Weber is right, the universe is fundamentally deterministic and causal at all scales. This reshapes how we think about quantum randomness, free will, and the nature of physical reality.
For Researchers
Resources & Legacy
Primary sources, modern papers, and key contributors shaping Weber theory in the 21st century.
Foundational Works
- Wilhelm Weber (1846). ”Elektrodynamische Massbestimmungen.” Abhandlungen der Kgl. Sächsischen Gesellschaft der Wissenschaften.
- Wilhelm Weber (1855). ”Elektrodynamische Maassbestimmungen” (Extended). Complete works in German, foundational force law and dimensional analysis.
- André K. T. Assis (1989). Mecanique Relative. A modern reconstruction of Weber’s theory in light of relativity and quantum mechanics.
- André K. T. Assis (1999). Relational Mechanics. Develops Weber forces in a relational framework.
- James Clerk Maxwell (1861). ”On Physical Lines of Force.” Maxwell’s own extension of Weber’s ideas before formalising electromagnetism.
Modern Papers & Reviews
- Assis, A. K. T. & Graneau, P. (1996). ”Nonlocal forces of chemical bonding.” Journal of Chemical Education, 73(9), 818–820.
- Assis, A. K. T. (2001). ”Why Weber’s force law works.” 11th Annual Meeting of the Natural Philosophy Alliance Proceedings, 145–153.
- Barbosa, A. A. & Assis, A. K. T. (2002). ”Relational theory of gravity and cosmology.” arXiv preprint physics/0212106.
- Cartan, E. (1922). ”Sur les variétés à connexion affine et la théorie de la relativité.” Gauthier-Villars. (Historical geometry relevant to variable-c models.)
Historical Timeline & Key Contributors
Explore the Universe Through Weber’s Lens
Join researchers, theorists, and curious minds in investigating a unified framework that challenges convention and opens new frontiers in physics.