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- Protege5 2003
Here is a little table showing the factor (1- x/R)^2 for various
values of x in inches:
Code:R-x x factor 0 11.85 0.000 (contact at the ground) 1 10.85 0.007 2 9.85 0.028 3 8.85 0.064 4 7.85 0.114 5 6.85 0.178 6 5.85 0.256 7 4.85 0.349 8 3.85 0.576 9 2.85 0.577 10 1.85 0.712 11 0.85 0.862 11.85 0.00 1.000 (at the axle) 23.7 11.85 2.000 (at the top of the tire)
I measured the distance from the ground to the bottom of the car in front of the the front left wheel and it was 8". So just below that the factor is about .576. Assuming the Cd of the tire is 1 (a flat plat perpendicular to the flow is 1.28, but the tire is at an angle and not quite flat, so presumably a slightly better Cd) the air deflector would need to have a Cd of << .576. If the tire's Cd is actually higher then the potential gain from the deflector is increased. Looking at the table of Cd for different shapes here:
http://en.wikipedia.org/wiki/Drag_coefficient
I think it should be possible to do much better than Cd .576 with a smooth U shaped deflector in front of the tire, and perhaps a "boat tail" placed behind it. From that table, 0.25 is probably a realistic goal, which would indicate a deflector only extending downward about 2". In terms of lowering the car to achieve the same effect, the Cd of the car is .32 so lowering it by about an inch would be a net aerodynamic plus, but more than that is probably of limited use.
This is anecdotal, but about halfway down in this link there is a mention of the effect on gas mileage on a Prius when one of the air deflectors broke off:
http://answers.yahoo.com/question/index?qid=20080309093555AAOWcwg
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