Educational Computational Tool - CRR Framework

This is an educational demonstration of Coherence-Rupture-Regeneration principles applied to thermodynamics and fluid dynamics. The simulation shows CRR cycles in water phase transitions using computational modeling.

CRR Kettle Simulation

Coherence • Rupture • Regeneration in Thermodynamic Systems

Coherence-Rupture-Regeneration (CRR) - Applied Thermodynamics

Coherence State C(x,t)

Organized liquid water with stable hydrogen bonds and thermal equilibrium. Low entropy, high molecular organization.

Rupture Event δ(t-t₀)

Phase transition triggered by thermal energy. Discrete boiling events where coherent liquid becomes chaotic steam.

Regeneration R[χ](x,t)

Steam formation and atmospheric dispersion. Reorganization of water molecules into new coherent state in atmosphere.

Mathematical modeling of thermal coherence patterns and phase transitions

CRR(x,t) = C(liquid) → δ(boiling) → R[steam] | Computational Thermodynamics
💧 LIQUID STATE - Coherent molecular organization | C(x,t) = 1.886 | T = 20.0°C
CRR Controls & Monitoring

System Controls

100°C

CRR Parameters

1.8
3000W
Temperature
20.0
°C
Water Level
500
ml
Steam Rate
0.0
g/min
Phase State
Liquid
H₂O
C(x,t) = 1.886 | δ-events: 0 | R[steam]: 0.000

Coherence Level

1.886
CRR

Rupture Events

0
count

Regeneration Cycles

0
cycles

Molecular Motion

3400
cm⁻¹

H-Bond Network

3.7
bonds/mol

System Energy

0
kJ