The Standard Model of Particle Physics
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