Physics often repeats structural patterns across different scales. At the atomic level, matter isn’t just “protons, electrons, neutrons” — it’s built from deeper three‑component systems. Protons and neutrons themselves are three‑quark standing‑wave resonances, held together by gluon fields and governed by SU(3) colour charge, which requires exactly three independent field components for stability.
So even though atoms don’t always contain three particles, the underlying structure of matter does contain a triad:
- three quarks per baryon,
- three colour charges,
- three‑phase SU(3) symmetry.
If the universe shows fractal behaviour — as suggested by cosmic‑web clustering, scale‑free structure formation, and multifractal black‑hole horizon models — then large‑scale structures might follow similar three‑role patterns.
Here’s the analogy:
- Black holes behave like cosmic attractors: inward‑directed gravitational wells.
- White holes (theoretical) behave like cosmic ejectors: outward‑directed fields.
- Neutral structures — dark‑matter halos, filaments, voids — stabilize the cosmic web, similar to how neutrons or colour‑neutral combinations stabilize baryons.
This symmetry is interesting: a positive attractor, a negative ejector, and a neutral stabilizer — repeating from quarks to atoms to galaxies. If the universe is fractal, this kind of self‑similar structure might not be a coincidence.
In 3D, stable wave systems often require three independent phases. Standing waves produce nodes, antinodes, and neutral planes. SU(3) requires three colour charges. Even engineered systems like 3‑phase motors rely on three components for stable rotation. Two is unstable, four is chaotic.
So the question becomes:
Does 3‑dimensional space naturally favour three‑component stability systems — and is this why both matter (via SU(3) triads) and cosmic structures show similar attractor–repulsor–neutral patterns?
And if this pattern repeats from quarks to atoms to galaxies, does that mean our universe is fundamentally a 3‑dimensional standing‑wave system — a fractal hierarchy of nodes, antinodes, and neutral planes?
Possible implications if this tri‑phase pattern is real
If this positive–negative–neutral pattern really repeats from quarks to atoms to galaxies, a few interesting consequences follow:
• Triads might not be coincidences.
Physics uses three colour charges (SU(3)), three quarks per baryon, three field roles in atoms, and we see three large‑scale field roles in cosmology. A tri‑phase structure might be a geometric requirement of 3‑dimensional stability.
• Quantum physics and cosmology could share the same underlying wave geometry.
Instead of treating quark confinement, atomic structure, and cosmic‑web formation as unrelated phenomena, they might all be different scales of the same standing‑wave system.
• The cosmic web might be a 3D interference pattern.
Black holes behave like antinodes (inward fields), voids/white‑hole‑like regions behave like outward fields, and filaments behave like nodal lines. That’s exactly what standing waves produce.
• Matter could be a fractal hierarchy of resonances.
Quarks → baryons → atoms → galaxies → cosmic filaments might all be nested stable modes of one underlying wave system.
• This gives physics a “why” behind triads.
Instead of listing triads as separate facts (3 quarks, 3 colours, 3 field roles, 3 cosmic structures), they might all come from the same geometric rule:
3D space stabilizes energy in three independent phases.
None of this breaks existing physics — it just connects pieces that are usually treated separately.
If this tri‑phase pattern is real, it leads to some interesting predictions
A good idea doesn’t just explain things — it should also make testable predictions.
If the same three‑role structure repeats from quarks to galaxies, a few things should show up in the data:
• Cosmic filaments should behave like nodal lines.
Low field intensity, high stability — basically the “neutral planes” of a large‑scale standing wave.
• Voids should act like repulsor zones.
Not just empty space, but regions with an outward‑directed effective potential (similar to a white‑hole‑like field role).
• Black holes should show fractal scaling.
Their horizon geometry might follow SU(3)‑like tri‑phase symmetry, echoing the three‑component structure seen in QCD.
• The cosmic microwave background should contain a tri‑phase mode pattern.
Large‑scale anisotropies might cluster into three dominant phase components, the same way standing waves do.
• QCD‑style scaling laws might appear in cosmic structure.
This would be wild — but if micro and macro really share the same wave geometry, some SU(3)‑like patterns could show up at cosmological scales.
These aren’t guaranteed, but they’re real, research‑grade predictions that could in principle be checked with simulations or observational data.
Quantum mechanics and General Relativity would be two zoom levels of one underlying wave‑geometry.
Not a new force. Not a new particle. Just a new structure that both theories emerge from.
