The horizon cost of each door at every usage level. Charter climbs with use; ownership mostly doesn’t — the crossings are where the advice changes. Hover to explore.
All flows are future-valued to the horizon at your market return, so the doors compare honestly. Ownership: the price grown at the market rate, plus fixed costs (crew, berth or hangar, insurance, management) and variable costs per unit used, compounded as they’re paid — minus what the depreciated machine still fetches. Fractional: the buy-in grown, monthly fees and occupied-rate hours the same way, with the share returned at its depreciated value less the industry-typical 30% haircut. Charter: the rate times your honest usage, year by year. The break-even is the usage where owning first beats chartering.
Charter rates are assumed to hold across the horizon; a hot charter market strengthens owning, a soft one weakens it. Fractional programs differ wildly in fees, blackout terms and exit mechanics — read yours, then overwrite the chip’s numbers with the real quote. Crew quality, availability on 48 hours’ notice, and the pleasure of the thing being yours are outside the arithmetic, where they belong — but they should know their price, which is the point of this page.
g = (1+r)^n ann = ((1+r)^n − 1)/r
own = P×g + (fixed + var×use)×ann − P×(1−dep)^n
fraction = B×g + (12×fee + rate×use)×ann − 0.7×B×(1−dep)^n
charter = charter rate × use × ann
break-even use ≈ (P×(r + dep) + fixed) ÷ (charter − variable)