Downhill Dino
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Are those grey (silver?) streaks on the side?
Interesting.@Nismo on twitter.
Definantly the Nismo.Tail's way too short to be anything else.
Sunday you mean.Well seeing as it has now been tweeted by @ NISMO, I think the guessing game is over. I believe it is a still from tomorrow's ad.
Sunday you mean.![]()
It does have a fin. It has to have one. It's not as long as the others for obvious reasons, but it's visible and quite pronounced.If I'm seeing correctly, no gaudy fin. Already my favorite 👍
Has to its in the rules........that are posted......If I'm seeing correctly, no gaudy fin. Already my favorite 👍
No, they took it off because it provided no gain. The "e-turbo" as it was dubbed, was there to reduce turbo lag. But as Toyota pointed out, an ers-h unit robs the engine of efficiency. What point would there be in running that?No they took it off because they couldnt get it to run reliably.
The fin is required by the FIA for safety reasons (aka, so the car doesn't flip when spinning sideways).
Where did you get this photo?
I didn't say it was full proof.
Straight off of TwitterWhere did you get this photo?
Another Ferrari at the scene of the crime!
That makes more sense. It acts as a sail if a car were to get airborne. I think it's for performance creating more "side force" on the car while going through a faster corner, and I seriously doubt it provides a greater safety benefitI think its more for putting the car strait when it gets side ways not keeping it on the ground.
I think it's more helpful when all four wheels are still on the ground and not bouncing though the grass and catching air. Like having a flat spin or something.I think its more for putting the car strait when it gets side ways not keeping it on the ground.
I'd argue it makes the car easier to flip when it's bouncing through the grass.I think it's more helpful when all four wheels are still on the ground and not bouncing though the grass and catching air. Like having a flat spin or something.
I'll go with physics on this oneI'd argue it makes the car easier to flip when it's bouncing through the grass.
You said it would act like a sail.I'll go with the basic principles of flight on this one, but I'm not going to explain it to someone who thinks less prize money is a good thing.
Anyone who cares, I'd be happy to explain why on a PM
You said it would act like a sail.
I posted 2 videos showing cars that didn't flip skipping over grass
You're talking to someone who was a sailing champion at 17 I await you explaination.
The fin will push air away from it when sideways. If it's a lazy spin or just oversteer, it works great getting the car stabilized. Big performance advantages.
We all can agree that the basic principle of flight. Air moving quicker over the top side of a surface than the bottom of a surface.
The rear wing is essentially an upside-down airplane wing albeit small. At high speed, it can still produce massive amounts of lift. Watch Davidson's crash here: The fin pushes air over the bottom of the wing not only flipping the car but launching the rear highest into the air then flips the car back over by the same principle.
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or rather, some very rough calculations.
lets assume that when the car is sliding perpendicularly, the sharkfin has a Cd of 1.3 (a number I got from wikipedia for a simple flat plate perpendicular to airflow) and has an area of .827 m^2 (2325 * 355.6 mm, which i roughly got from the spotting guide and the total length of the car) and the center of pressure is halfway up the fin and dead center. we'll take the CoG height to be 6 inches above the ground, with the fin center of pressure 880 mm above the ground. Finally, lets assume that the car lifted off at about 90 km/h.
drag force = .5 * v^2 * air density * Cd * A
with SI units, Fd = .5 * 25^2 * 1.225 * 1.3 * .827
which in our case works out to 411.6 N.
Lets assume half the weight is on each side of the car, and assume Fg on that part to be 9.8 * 450 = 4410 N. We'll neglect downforce as the car was travelling sideways. The question then is can the fin generate enough moment to overcome the gravitational loading
the length of the overturning moment arm is .677 m (880mm - 6 inches) to the overturning moment .728 * 411.6 = 300 Nm
if we assume the track to be 2 meters minus half the tyre width (14 inches), the countering moment from gravity works out to be 3626 Nm.
Yes, its very rough, but its an order of magnitude difference. While it may have contributed, the sharkfin does not appear to have been enough to cause the flip over. I tried to use overoptimistic estimates, erring towards things that would help the sharkfin lift the car off the ground. I have neglected the lift effect from the floor. Thats fine; I'm only trying to determine of the shark fin was the culprit. That does not appear to be the case.