Cabin Classes
Enable 2–5 classes (top → bottom by fare). Everything below adapts to the enabled set.
Global Settings
Uses a Normal distribution with K-factors for demand variability.
Symmetric demand around the mean with σ = K × mean.
K-factor controls demand variability: σ = K × mean. Higher K means more spill even when mean demand is below capacity.
Same-flight cross-cabin recapture is active (downgrades and upgrades).
Demand & Fares (per flight)
Seat Configurations (LOPAs)
Compare 2–5 layouts. The baseline is the reference for all deltas and charts.
Advanced Options
Off — enable to add operating-cost breakeven analysis per LOPA.
Recapture Matrix
Fraction of each cabin's spill recaptured. Rows are the spilling cabin (from), columns the receiving cabin (to). Upper-right = downgrades, lower-left = upgrades into leftover seats, Net = recapture elsewhere in the network.
| from \ to | F | J | PE | E+ | BE | Net |
|---|---|---|---|---|---|---|
| F | — | |||||
| J | — | |||||
| PE | — | |||||
| E+ | — | |||||
| BE | — |
Any remaining spill after these fractions is treated as lost to competitors or abandoned demand.
Set your demand, fares, recapture and seat layouts,
then click 'Run model' to compare revenue and spill.