{
  "ai.module": "general_relativity.rtt2",
  "ai.version": "1.0",
  "ai.purpose": "RTT/2 engine layer for General Relativity: resonance mapping, stabilizers, gravitational coherence, and cross-module propagation.",
  "ai.keywords": [
    "general relativity",
    "curvature",
    "gravity",
    "resonance",
    "geodesics",
    "rtt2"
  ],

  "engine": {
    "layer": "RTT/2",
    "description": "Integrates General Relativity into the RTT resonance substrate, exposing stabilizers, curvature behavior, and cross-module propagation patterns."
  },

  "resonance": {
    "patterns": [
      {
        "name": "curvature_resonance",
        "description": "Mass-energy induces stable geometric resonance patterns interpreted as curvature."
      },
      {
        "name": "geodesic_resonance",
        "description": "Free-fall motion emerges from resonance alignment with curvature fields."
      },
      {
        "name": "metric_resonance",
        "description": "Metric structure reflects stable resonance channels in smooth regimes."
      }
    ],
    "failure_modes": [
      "singularity_formation",
      "loss_of_smoothness",
      "quantum_scale_decoherence",
      "strong_field_instability"
    ]
  },

  "stabilizers": {
    "primary": [
      {
        "name": "stress_energy_distribution",
        "description": "Mass-energy patterns stabilize curvature fields and geodesic structure."
      },
      {
        "name": "local_lorentz_invariance",
        "description": "Ensures coherence of local inertial frames across the manifold."
      },
      {
        "name": "covariant_conservation",
        "description": "Stress-energy conservation maintains geometric stability."
      }
    ],
    "secondary": [
      {
        "name": "spacetime_symmetries",
        "description": "Symmetries such as spherical or axial symmetry stabilize curvature solutions."
      },
      {
        "name": "boundary_conditions",
        "description": "Horizon and infinity conditions shape resonance behavior."
      }
    ]
  },

  "gravitational_behavior": {
    "types": [
      "geodesic_motion",
      "gravitational_redshift",
      "time_dilation",
      "frame_dragging"
    ],
    "signals": [
      "metric_variation",
      "curvature_strength",
      "stress_energy_flux"
    ]
  },

  "propagation": {
    "cross_module": [
      {
        "module": "quantum_mechanics.rtt2",
        "interaction": "Quantum-scale projection effects disrupt smooth curvature."
      },
      {
        "module": "information_theory.rtt2",
        "interaction": "Entropy bounds constrain gravitational coherence."
      },
      {
        "module": "cosmology.rtt2",
        "interaction": "Large-scale curvature patterns propagate into cosmological dynamics."
      }
    ],
    "notes": "GR propagation in RTT/2 is treated as resonance behavior shaped by substrate invariants, not as fundamental spacetime ontology."
  },

  "dimensional_behavior": {
    "R1": "Curvature loses meaning; gravitational behavior collapses to primitive interactions.",
    "R2": "Weak-field approximations; partial geometric resonance.",
    "R3": "Full geometric coherence; stable curvature and geodesic structure.",
    "R4": "Smooth-regime extension; large-scale cosmological resonance."
  },

  "coherence": {
    "markers": [
      "stable curvature fields",
      "predictable geodesic motion",
      "covariant conservation",
      "local Lorentz invariance"
    ],
    "instability_signals": [
      "singularities",
      "loss of smoothness",
      "quantum-scale breakdown",
      "coordinate-dependent artifacts"
    ]
  }
}