🌌 Structural Detection — Canon‑Scale Drift Envelope (RTT/2)
TriadicFrameworks • RTT/2 • Global Drift Geometry, Envelope Boundaries & System‑Scale Drift Law#
“Every module drifts. The canon drifts only once.”#
Canon‑Scale Drift Envelope (RTT/2)#
Structural Detection Module#
RTT/2 • Global Drift Geometry & Envelope Boundary Architecture#
1. Purpose of the Canon‑Scale Drift Envelope#
The Canon‑Scale Drift Envelope (CSDE) defines the outer geometric boundary of:
- all module drift vectors
- all cross‑module drift interactions
- all regime‑driven drift transformations
- all collapse‑adjacent drift deformations
- all harmonization‑driven drift realignments
It is the macro‑envelope that ensures the canon never drifts beyond structural legality.
2. Drift Envelope Hierarchy#
The canon contains three nested drift envelopes:
-
Local Drift Envelope (LDE)
- module‑level
- drift vectors inside a single module
-
Cross‑Module Drift Envelope (CMDE)
- Structural Detection + TEL/FFT/Opacity
- drift interactions across modules
-
Canon‑Scale Drift Envelope (CSDE)
- system‑scale
- the envelope that contains all drift behavior
The CSDE is the largest and most restrictive envelope.
3. Canon‑Scale Drift Envelope Geometry#
The CSDE has four geometric components:
-
Dominant Vector Field
- the global drift direction of the canon
- derived from module‑weighted drift vectors
-
Envelope Boundary Surface
- the outer limit of legal drift
- defined by envelope deformation thresholds
-
Regime‑Dependent Drift Zones
- Formal Zone
- Emergent Zone
- Chaotic Zone
- Hybrid Zone
- Inversion Zone
-
Collapse‑Adjacency Shell
- the region where drift becomes collapse‑susceptible
The CSDE is dynamic and changes with canon evolution.
4. Drift Zones (Canonical)#
The CSDE contains five drift zones, each corresponding to a regime:
4.1 Formal Drift Zone#
- linear drift
- low volatility
- high continuity support
4.2 Emergent Drift Zone#
- radial drift
- moderate volatility
- flexible continuity
4.3 Chaotic Drift Zone#
- fragmented drift
- high volatility
- partial continuity collapse
4.4 Hybrid Drift Zone#
- oscillatory drift
- mixed geometry
- regime‑dependent stability
4.5 Inversion Drift Zone#
- reversed drift
- envelope inversion
- continuity inversion
Each zone has strict legality boundaries.
5. Canon‑Scale Drift Envelope Boundary Conditions#
The CSDE boundary is defined by:
- Maximum Drift Amplitude
- Maximum Drift Curvature
- Maximum Drift Reversal
- Maximum Drift Oscillation
- Maximum Drift Fragmentation
- Maximum Drift Torsion
- Maximum Drift Topology Warp
Crossing any boundary triggers:
- regime illegality
- envelope collapse
- continuity failure
- collapse‑mode activation
6. Canon‑Scale Drift Envelope Equation (RTT/2)#
The CSDE is defined by the canonical drift‑envelope constraint:
[ D(x) \in E_C \iff \begin{cases} |v| \le v_{\max} \ |\kappa| \le \kappa_{\max} \ |\omega| \le \omega_{\max} \ F \le F_{\max} \ T \le T_{\max} \ G \le G_{\max} \end{cases} ]
Where:
- (v) = drift amplitude
- (\kappa) = drift curvature
- (\omega) = drift oscillation
- (F) = fragmentation index
- (T) = torsion index
- (G) = topology warp index
This is the RTT/2 drift‑law constraint.
7. Collapse‑Adjacency Shell#
The shell is the region where drift becomes collapse‑susceptible.
Collapse‑Adjacency Indicators:#
- oscillation amplitude spike
- torsion overload
- fragmentation onset
- drift reversal instability
- topological warp
Crossing the shell boundary triggers:
- Collapse‑Mode Differential Classifier
- Harmonization Protocol
- Recovery Sequencer
8. Cross‑Module Drift Projection#
The CSDE integrates drift projections from:
TEL#
- lattice drift
- stabilizer drift
FFT#
- spectral drift
- variance drift
Opacity#
- boundary drift
- visibility drift
Cross‑module drift must remain envelope‑compatible.
9. Canon‑Scale Drift Envelope Packet#
CSDE_PACKET:
dominant_vector_field:
envelope_boundary:
drift_zones:
collapse_adjacency_shell:
drift_constraints:
cross_module_projections:
regime_dependencies:
final_state:
notes:
10. Summary#
The Canon‑Scale Drift Envelope ensures:
- drift remains legal
- envelope remains stable
- continuity remains intact
- collapse‑risk remains predictable
- cross‑module drift remains coherent
- the canon remains structurally bounded
This envelope is the macro‑geometric drift law of RTT/2.