Simon F said:
So that accounts for pottering around urban areas but not for the (motor|free)way where, e.g. in the UK, you'd be doing 70ish.
Right. But, at least in the US, when people drive on the highway it's usually for significantly longer distances than in the city. And thus the acceleration time becomes less important, and highway driving speed becomes the dominant factor, due to air resistance.
But surely if you integrate the instaneous fuel consumption over the distance traveled , the non-linearity will cause the high peak to be more significant.
I don't think it's
that nonlinear, though, not unless you're talking about extreme situations (like, say, redlining the engine at a red light and popping the clutch when it turns green). According to the Wikipedia article on fuel injection engines I posted a little bit ago, the worst air/fuel ratio is only about 30% worse than the optimal ratio, and thus the worst fuel economy drop just from combustion efficiency should be around that (though not quite the full 30%, as you do gain
some additional power from enriching the mixture).
You might lose a little bit more from the friction that comes from running at high rpm's, of course, but that won't be all that huge either, as you can't run the engine
too high before the power starts to drop off again. So I would hazard to guess that in a worst-case scenario, your heavy fuel consumption situation is going to be about 50% worse in fuel economy when compared to a best-case scenario. But accelerations still aren't going to comprise the majority of your driving time, so that quickly can become a much smaller portion of your average fuel economy.