IndisputableMonolith.CondensedMatter.HighTcSuperconductivityStructure
HighTcSuperconductivityStructure module shows that high-Tc superconductivity structures imply the bound 1 < phi. Condensed matter researchers applying Recognition Science to superconducting phases cite it for phi bounds. The module imports Constants and supplies the base for glass transition and room-temperature superconductivity modules.
claimHigh-Tc superconductivity structure implies the lower bound $1 < \phi$.
background
Recognition Science derives condensed matter from the J-cost equation and phi-ladder. This module resides in the CondensedMatter domain and imports IndisputableMonolith.Constants, where the fundamental RS time quantum satisfies $\tau_0 = 1$ tick.
The module introduces high-Tc superconductivity structure as a ledger object. Its doc-comment states that this structure implies the lower bound $1 < \phi$.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
This module feeds GlassTransitionStructure and RoomTemperatureSuperconductivityStructure. It fills the step that high-Tc structure implies $1 < \phi$, connecting to T6 where phi is forced as the self-similar fixed point.
scope and limits
- Does not derive explicit critical temperature values.
- Does not specify microscopic pairing mechanisms.
- Does not connect to particular material lattices.
- Does not address experimental data fitting.