Cel Nexus — VS Time-to-Onset Estimator

Estimates years remaining until vinegar syndrome onset (D reaches 0.5%) from your cel's current AD strip reading, structural damage state (D), age, and storage environment — compared against a textbook Arrhenius benchmark.

v0.6 · Years-to-Onset

1) Cel & environment

Everything here feeds the "as-is" estimate. Storage mods below feed the "if you change storage" projection only.
Structural damage (D) — the Odometer

Sets Pint directly (Table 3 PPM band) and gives a floor estimate for D via titratable acidity.

Used to estimate D via the 0.01%/yr baseline clock if you don't have a measured value.

FTIR/titration value, if you have one. Overrides the age/AD estimate entirely.

Environment (drives R0(T) and aw)

2) Model comparison

Same cel, three views of the timeline

Basic Arrhenius

Pristine-cel benchmark: temperature & RH only. D=0, Pint=0, no autocatalytic feedback. This is the "textbook" number, calibrated to reproduce the IPI's 50-year guideline exactly at 70°F/40%RH.

50 yrs
total, production to onset, at this environment
Predicted onset (calendar year)
Remaining, from today
IPI reference (70°F/40%RH since production)

Cel Nexus (this cel)

Uses this cel's actual D and current AD-strip-implied Pint, held constant since production. "Projected" applies the storage change below, starting today.

D (effective)0.05%
Pint (from AD strip)0.25 PPM
29 yrs
total, production to onset, current conditions held constant
Predicted onset (calendar year)
Remaining, from today

Project a storage change

Weak & Moderate assume full effectiveness through AD 1.0, then no credit from AD 1.5 on (real sorbents saturate; not modeled below that cliff). Strong stays at the idealized Perfect Sink regardless of AD.

29 yrs
remaining from today, if you switch to this storage now

Bounded estimate

Cel Nexus (this cel's real D and Pint) is always ≤ Basic Arrhenius (idealized D=0, Pint=0) at the same temperature/RH, since real damage and vapor only ever add risk. So the two models themselves form a natural low–high bracket.

44 – 50 yrs
low: Cel Nexus (this cel)  ·  high: Basic Arrhenius (idealized)

Predicted onset window — this cel

Methodology & equations used

dD/dt = R = R0(T) · H(D) · (1 + Φ·Pint), onset at D = 0.5%.

H(D) = (1 + κ·D) · aw  |  R0(70°F) = 0.025 %/yr, β = 10.0 PPM/%, Φ = 0.5 PPM⁻¹

Ea = 105 kJ/mol pre-brink (D<0.5%, IPI/Adelstein induction-phase fit), 70.7 kJ/mol post-brink (D≥0.5%, Curran et al. 2019 autocatalytic-regime fit).

D is estimated as the larger of: (a) age × 0.01%/yr baseline clock, or (b) the AD strip's titratable-acidity band — unless you supply a measured value directly. Pint comes straight from the AD strip's PPM band (Table 3), independent of enclosure resistance.

Storage-change projection scales Pint by scavenger × enclosure multipliers; it does not re-solve the R_tot mass balance (values for the intermediate enclosure tiers are engineering estimates, not framework-calibrated — the framework only anchors two points: R_tot=1.25yr scavenged/open, R_tot=8yr sealed sleeve+frame).