The Standard Model of Particle Physics
And the specific visual we’re thinking of is the Standard Model Sectors Wheel (sometimes nicknamed the “Standard Model donut” or “Standard Model pie chart”).
It’s the one divided into:
- Quarks
- Leptons
- Gauge Bosons
- The Higgs Boson (the final missing piece)
When the Higgs was discovered in 2012, physicists said:
“The Standard Model is now complete.”
And they showed that circular chart with the Higgs tile finally filled in — the “last missing piece of the puzzle.”
Why it looks like a Simon Says toy#
Because the sectors are arranged as:
- bright colors
- evenly spaced wedges
- each wedge representing a particle family
- the Higgs as the final glowing tile
It’s extremely toy‑like and instantly recognizable.
RTT/vST interpretation (Our angle)#
From our framework’s perspective, the Standard Model chart is:
- a substrate‑partitioned ontology
- with sector‑based resonance families
- and the Higgs as the mass‑coupling substrate stabilizer
It’s basically a sector map of interaction primitives, which is why it fits so naturally into our triadic/substrate reasoning.
1. Standard_Model_RTTvST.json#
{
"artifact_id": "Standard_Model_RTTvST",
"version": "1.0.0",
"type": "rtt_vst_particle_reference",
"provenance": {
"source": "Standard Model of Particle Physics",
"notes": "Particle content preserved; reorganized into RTT/vST substrate–regime–resonance structure for instructional use."
},
"substrates": {
"material": {
"description": "Matter substrate: quarks and leptons as mass-bearing excitations.",
"regimes": {
"quark_sector": {
"families": ["up_down", "charm_strange", "top_bottom"],
"particles": ["u","d","c","s","t","b"]
},
"lepton_sector": {
"families": ["electron_family", "muon_family", "tau_family"],
"particles": ["e","μ","τ","ν_e","ν_μ","ν_τ"]
}
}
},
"field": {
"description": "Interaction substrate: gauge bosons mediating forces.",
"regimes": {
"electromagnetic": {
"gauge_group": "U(1)",
"particles": ["γ"]
},
"weak": {
"gauge_group": "SU(2)",
"particles": ["W+","W-","Z0"]
},
"strong": {
"gauge_group": "SU(3)",
"particles": ["g"]
}
}
},
"resonance": {
"description": "Mass-generation and symmetry-breaking substrate.",
"regimes": {
"higgs_field": {
"gauge_group": "SU(2)×U(1)",
"particles": ["H0"],
"role": "spontaneous_symmetry_breaking_and_mass_coupling"
}
}
},
"information": {
"description": "Quantum number substrate: charges, spins, generations.",
"fields": [
"electric_charge",
"color_charge",
"weak_isospin",
"hypercharge",
"spin",
"generation"
]
}
},
"particles": {
"u": {
"name": "up_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "+2/3",
"color_charge": "triplet",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 1
},
"resonance_tags": ["light_quark","baryon_builder"],
"phase_alignment": "II"
},
"d": {
"name": "down_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1/3",
"color_charge": "triplet",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 1
},
"resonance_tags": ["light_quark","baryon_builder"],
"phase_alignment": "II"
},
"c": {
"name": "charm_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "+2/3",
"color_charge": "triplet",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 2
},
"resonance_tags": ["heavy_quark"],
"phase_alignment": "III"
},
"s": {
"name": "strange_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1/3",
"color_charge": "triplet",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 2
},
"resonance_tags": ["heavy_quark","flavor_quantum_number"],
"phase_alignment": "III"
},
"t": {
"name": "top_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "+2/3",
"color_charge": "triplet",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 3
},
"resonance_tags": ["heaviest_quark","short_lived"],
"phase_alignment": "IV"
},
"b": {
"name": "bottom_quark",
"substrate_assignments": {
"material": "quark_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1/3",
"color_charge": "triplet",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 3
},
"resonance_tags": ["heavy_quark"],
"phase_alignment": "IV"
},
"e": {
"name": "electron",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1",
"color_charge": "none",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 1
},
"resonance_tags": ["charged_lepton","atomic_shell"],
"phase_alignment": "II"
},
"μ": {
"name": "muon",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1",
"color_charge": "none",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 2
},
"resonance_tags": ["charged_lepton","short_lived"],
"phase_alignment": "III"
},
"τ": {
"name": "tau",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1",
"color_charge": "none",
"weak_isospin": "-1/2",
"spin": "1/2",
"generation": 3
},
"resonance_tags": ["charged_lepton","heavy_lepton"],
"phase_alignment": "IV"
},
"ν_e": {
"name": "electron_neutrino",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": null
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 1
},
"resonance_tags": ["neutrino","weakly_interacting"],
"phase_alignment": "III"
},
"ν_μ": {
"name": "muon_neutrino",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": null
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 2
},
"resonance_tags": ["neutrino","weakly_interacting"],
"phase_alignment": "III"
},
"ν_τ": {
"name": "tau_neutrino",
"substrate_assignments": {
"material": "lepton_sector",
"field": null,
"resonance": null
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "+1/2",
"spin": "1/2",
"generation": 3
},
"resonance_tags": ["neutrino","weakly_interacting"],
"phase_alignment": "III"
},
"γ": {
"name": "photon",
"substrate_assignments": {
"material": null,
"field": "electromagnetic",
"resonance": null
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "0",
"spin": "1",
"generation": 0
},
"resonance_tags": ["massless","force_carrier"],
"phase_alignment": "III"
},
"W+": {
"name": "W_plus_boson",
"substrate_assignments": {
"material": null,
"field": "weak",
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "+1",
"color_charge": "none",
"weak_isospin": "+1",
"spin": "1",
"generation": 0
},
"resonance_tags": ["massive_boson","weak_force"],
"phase_alignment": "IV"
},
"W-": {
"name": "W_minus_boson",
"substrate_assignments": {
"material": null,
"field": "weak",
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "-1",
"color_charge": "none",
"weak_isospin": "-1",
"spin": "1",
"generation": 0
},
"resonance_tags": ["massive_boson","weak_force"],
"phase_alignment": "IV"
},
"Z0": {
"name": "Z_boson",
"substrate_assignments": {
"material": null,
"field": "weak",
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "0",
"spin": "1",
"generation": 0
},
"resonance_tags": ["massive_boson","weak_force"],
"phase_alignment": "IV"
},
"g": {
"name": "gluon",
"substrate_assignments": {
"material": null,
"field": "strong",
"resonance": null
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "octet",
"weak_isospin": "0",
"spin": "1",
"generation": 0
},
"resonance_tags": ["massless","confinement"],
"phase_alignment": "III"
},
"H0": {
"name": "higgs_boson",
"substrate_assignments": {
"material": null,
"field": null,
"resonance": "higgs_field"
},
"quantum_numbers": {
"electric_charge": "0",
"color_charge": "none",
"weak_isospin": "0",
"spin": "0",
"generation": 0
},
"resonance_tags": ["scalar_field","mass_coupler","symmetry_breaking"],
"phase_alignment": "V"
}
},
"semantic_layers": {
"phase_alignment": {
"phase": "II–V",
"rationale": "Quarks/leptons (II–IV), gauge fields (III–IV), Higgs resonance and symmetry breaking (V)."
},
"resonance_tags": [
"matter_excitation",
"force_carrier",
"mass_generation",
"generation_hierarchy",
"confinement",
"symmetry_breaking"
]
}
}2. RTT/vST‑style reorganization of the particle sectors#
Here’s the “spaceship/Simon Says” chart, rewritten in RTT/vST language for students:
-
Material substrate → Quark sector
- $$[u,d], [c,s], [t,b]$$
- Resonance idea: three generations of baryon‑building modes; color‑charged, confined.
-
Material substrate → Lepton sector
- $$[e, ν_e], [μ, ν_μ], [τ, ν_τ]$$
- Resonance idea: three generations of colorless modes; charged + neutral pairs.
-
Field substrate → Gauge sector
- EM: $$γ$$
- Weak: $$W^+, W^-, Z^0$$
- Strong: $$g$$
- Resonance idea: interaction carriers; some massless, some Higgs‑coupled.
-
Resonance substrate → Higgs sector
- Higgs field: $$H^0$$
- Resonance idea: scalar background that sets the mass‑coupling profile for everything else.
Standard Model Wheel — Visual Description (RTT/vST Documentation)#
Overall Shape#
The Standard Model Wheel is a circular, radial diagram divided into three concentric rings.
It resembles a Simon Says disc or a sectioned spacecraft control wheel, with each ring representing a different substrate layer in RTT/vST:
- Inner Resonance Ring — Higgs field
- Interaction Ring — gauge bosons
- Matter Ring — quarks and leptons
The wheel is read from the center outward, moving from the deepest substrate (mass‑generation) to the outermost substrate (matter excitations).
Centerpiece: Higgs Resonance Core#
At the very center is a single golden tile:
- H⁰ (Higgs boson)
- Represented as a solid central disc
- Symbolizes the resonance field that gives mass to all massive particles
- Acts as the anchor of the entire wheel
In RTT/vST terms, this is the resonance substrate and the mass‑coupling attractor.
Ring 1 — Interaction Ring (Gauge Bosons)#
Surrounding the Higgs core is a thin, bright ring divided into three sectors, each with its own color and symmetry:
Electromagnetic Sector (yellow)#
- γ (photon)
- Massless, single tile
- Represents the U(1) gauge symmetry
Weak Sector (green)#
- W⁺, W⁻, Z⁰
- Three adjacent tiles
- Represents the SU(2) gauge symmetry
- These tiles are slightly “heavier” in visual weight to reflect mass via Higgs coupling
Strong Sector (red)#
- g (gluon)
- One tile representing the octet
- Symbolizes the SU(3) color force
This ring forms the interaction substrate — the forces that shape matter.
Ring 2 — Matter Ring (Quarks + Leptons)#
The outermost ring is the largest and is divided into two major semicircular arcs:
Left Arc — Quark Sector (purple)#
Arranged in three radial pairs, one pair per generation:
- Generation 1: u, d
- Generation 2: c, s
- Generation 3: t, b
Each pair is placed side‑by‑side, forming a vertical ladder of increasing mass as we move clockwise.
Right Arc — Lepton Sector (blue)#
Also arranged in three radial pairs:
- Generation 1: e, νₑ
- Generation 2: μ, ν_μ
- Generation 3: τ, ν_τ
Charged leptons appear on the outer edge; neutrinos appear on the inner edge.
This ring forms the material substrate — the excitations that build atoms, matter, and structure.
Radial Symmetry#
The wheel is designed so that:
- Each generation forms a straight radial line from center → Higgs → gauge → matter
- This visually encodes the RTT/vST idea of substrate continuity
- Students can trace a single “generation ray” outward and see how mass, interaction, and matter align
Color Coding#
The wheel uses a consistent color language:
- Gold — Higgs resonance
- Yellow — Electromagnetic
- Green — Weak
- Red — Strong
- Purple — Quarks
- Blue — Leptons
This mirrors the original Standard Model diagrams while making the RTT/vST substrate layers explicit.
Spatial Logic#
The wheel’s geometry encodes the following principles:
- Center → Outward = substrate depth
- Clockwise = increasing generation index
- Radial lines = generation families
- Rings = substrate layers
- Sectors = particle families
This makes the Standard Model feel like a living ontology, not a flat chart.
{
"artifact_id": "Standard_Model_Wheel",
"version": "1.0.0",
"type": "rtt_vst_sector_wheel",
"provenance": {
"source": "Standard Model of Particle Physics",
"notes": "Encodes the Standard Model as a circular sector wheel (quarks, leptons, gauge bosons, Higgs) using RTT/vST substrate logic."
},
"wheel": {
"layout": {
"style": "radial_sector_wheel",
"rings": [
"inner_resonance_ring",
"interaction_ring",
"matter_ring"
],
"orientation": "counterclockwise",
"centerpiece": "higgs_field"
},
"rings": {
"inner_resonance_ring": {
"description": "Core resonance substrate — Higgs field as the mass‑coupling center.",
"sectors": {
"higgs_sector": {
"particles": ["H0"],
"role": "symmetry_breaking_and_mass_generation",
"color": "gold"
}
}
},
"interaction_ring": {
"description": "Gauge boson substrate — carriers of fundamental interactions.",
"sectors": {
"electromagnetic_sector": {
"particles": ["γ"],
"gauge_group": "U(1)",
"color": "yellow"
},
"weak_sector": {
"particles": ["W+","W-","Z0"],
"gauge_group": "SU(2)",
"color": "green"
},
"strong_sector": {
"particles": ["g"],
"gauge_group": "SU(3)",
"color": "red"
}
}
},
"matter_ring": {
"description": "Material substrate — quarks and leptons arranged by generation.",
"sectors": {
"quark_sector": {
"generations": {
"generation_1": ["u","d"],
"generation_2": ["c","s"],
"generation_3": ["t","b"]
},
"color": "purple"
},
"lepton_sector": {
"generations": {
"generation_1": ["e","ν_e"],
"generation_2": ["μ","ν_μ"],
"generation_3": ["τ","ν_τ"]
},
"color": "blue"
}
}
}
}
},
"semantic_layers": {
"substrate_alignment": {
"material": ["quarks","leptons"],
"field": ["γ","W+","W-","Z0","g"],
"resonance": ["H0"]
},
"phase_alignment": {
"phase": "II–V",
"rationale": "Matter excitations (II–IV), gauge interactions (III–IV), Higgs resonance (V)."
},
"resonance_tags": [
"sector_wheel",
"generation_symmetry",
"gauge_symmetry",
"mass_coupling_center",
"substrate_partitioning"
]
}
}This gives us a perfect RTT/vST teaching artifact:
- Rings = substrate layers
- Sectors = particle families
- Centerpiece = Higgs resonance
- Color coding = the original “spaceship / Simon Says” vibe
- Generations = radial symmetry
- Gauge groups = interaction geometry