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dmurray | 3 days ago

Why is fuel consumption 5x more per mile but 10x more per hour, if the trucks are moving more slowly than cars?

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gruez|3 days ago

Yeah the numbers in this article are all over the place. "291 seconds" also got rounded off to "over a minute", when it's closer to 5 minutes

mikeayles|3 days ago

Good spot, and gruez is right about the caption too (fixed both, thanks).

The car's L/hr figure was wrong. At 45 mpg (imperial) and 70 mph cruise, a car burns ~7 L/hr, not 3. That makes the flow rate ratio ~4x, which is consistent with 5x per mile and the truck travelling 20% slower.

The ~3 L/hr I originally had is what you'd see as an average over a mixed driving cycle — ~30 mph mean across urban, suburban, and motorway. I was carelessly mixing the cars combined-cycle flow rate with the truck's cruise-only figure in the same row.

The truck doesn't have this problem because a long-haul artic genuinely spends most of its operating hours in that narrow 50-60 mph cruise band. "Average fuel burn rate" and "fuel burn rate at cruise" are nearly the same number. For a car they're very different, transient acceleration, idling in traffic, and low-speed urban driving all drag the average flow rate down well below the motorway figure.

Reubachi|3 days ago

That is simple, that one (very cool) interactive matrix only has that one output description regardless of the input. The effect is clear either way