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Square shapes for aerodynamics ?
How is it that cars such as the Opel g90 ( point 22 .Cd ) the Ford Prodigy, and others such as Cadillacs can have a front end that literally has a completely flat front end with no curvature , and huge gapping grills as well, yet superb drag coefficients ?
Also, there are no wheel covers on their wheels ( which are also open spoked versus smooth. ) I don't understand. |
The simple answer would be it's not how much you disturb the flow up front, it's how smooth you leave it behind.
The complete answer can be found by reading the aero forum and the references you'll find in it. |
http://www.carstyling.ru/resources/c...opel_g90_1.jpg
I don't think the Opel is as bad as it looks, at first glance. There's quite a bit of roundness to the front in plan view (to my eye), and the front/side transition doesn't look horrible. On top of that, the designers undoubtedly sweated the "detail optimization" portion of the design to compensate for some styling compromises. EG - partial rear skirts, wheels fill the arches, the wheel covers are fairly smooth, low ride height... there doesn't even appear to be the usual rain channels on the leading edge of the A pillars. |
The low cD is probably due to windtunnel data. Surprisingly minor changes to a non-aerodynamic shape can create significant differences in drag. These minor changes are pretty much impossible to find outside of the wind tunnel.
Food for thought: the lowest cD of a wheeled vehicle in ground effect - ~0.15 - LostCause |
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The back end of a vehicle is what needs to be relatively smooth for good aero. Pressure drag is a killer...
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Interesting to note how the mirrors are not at the base of the A pillars.
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