gas mileage ecoboost
#1
gas mileage ecoboost
Just returned from a trip to Fla. pulling a 14x7 enclosed trailer w/ 2 harleys , golf clubs and luggage . Pulled from Milwaukee to lakeland, Fla. Gas mileage was about 9.2 on way down but had a 30-40 mile an hour headwind. On way home it got better at about 10.2 Driving at 70mph at least. Power was just great. Have a 2011 F150 SCrew, max tow package 3.73 gears. Didnt even hardly feel it back there. Rides like a champ too.
#3
#4
10 mpg sounds about right when towing an enclosed trailer with a big frontal area. That's what all the people towing travel trailers also get, no matter of what truck or engine - it's between 8 and 12 mpg.
cficare, a car trailer will get you much better gas mileage. At highway speeds, it is the frontal area, and not the weight that hurts the most. For example, there will be very little difference in terms of fuel consumption at highway speeds between a 4,000 lbs 19 ft travel trailer and a 8,000 lbs 28 footer, given the same frontal area. Your car on a trailer is much more "slippery" .
cficare, a car trailer will get you much better gas mileage. At highway speeds, it is the frontal area, and not the weight that hurts the most. For example, there will be very little difference in terms of fuel consumption at highway speeds between a 4,000 lbs 19 ft travel trailer and a 8,000 lbs 28 footer, given the same frontal area. Your car on a trailer is much more "slippery" .
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#8
#9
BTW, reducing the speed by even 5mph reduces the drag (and increases the mileage) drastically. I believe the speed goes into the drag equation as the cube (3rd order). So going from 70 to 60 mph reduces the drag by almost 40%! If you want to save money while towing - take it easy. I usually keep it at around 60 mph.
#10
Speed Difference
There are a number of more complicated formulas that take in to account the air density, etc but a simple one is:
F<sub><small>Air</small></sub> = A/2 × C<sub><small>d</small></sub> × D × v<sup><small>2</small></sup>
with
A being the frontal area of the vehicle in m<sup><small>2</small></sup>,
C<sub><small>d</small></sub> being the drag coefficient,
D being the density of air (1.29 kg/m<sup><small>3</small></sup>) and
v being the velocity in m/sec.
Notice as mentioned before, drag--the resistance from the air--increases at the square of velocity. That is why it may take 4X the HP to go 2X the speed and of course a similar increase in fuel consumption with the same logic. Hope this helps.
F<sub><small>Air</small></sub> = A/2 × C<sub><small>d</small></sub> × D × v<sup><small>2</small></sup>
with
A being the frontal area of the vehicle in m<sup><small>2</small></sup>,
C<sub><small>d</small></sub> being the drag coefficient,
D being the density of air (1.29 kg/m<sup><small>3</small></sup>) and
v being the velocity in m/sec.
Notice as mentioned before, drag--the resistance from the air--increases at the square of velocity. That is why it may take 4X the HP to go 2X the speed and of course a similar increase in fuel consumption with the same logic. Hope this helps.
#12
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01-05-2015 06:33 PM