Could it be that it is worth as much time over a lap as 5kw of engine power would be? It’s a very unintuitive way of putting it and doesn’t quite make sense as a point of comparison, but it’s the only way I could interpret it after seeing the math. This interpretation also tracks more with the top speed advantage it seems to provide, which was in the ballpark of 5-8 kph unless I’m misremembering.venkyhere wrote: ↑04 Mar 2026, 14:04The link goes to another link, which is "members only", so haven't seen how they derived the 4-5KW number. But for a moment we can assume they are correct, and back-calculate in a back-of-the-envelope crude way :matteosc wrote: ↑04 Mar 2026, 12:13Rumors are that the flipping rear wing would be worth 4-5 kW on the straights:
https://www.formulapassion.it/f1/f1-new ... ro-il-7-gp
Any idea of what this would mean in terms of Cd reduction?
Lets say we are talking of speeds less than 340kph (which is when the tapering of MGU-K deployment is forced) and hence the full 750KW is available to deploy. Cd1 is the SLM drag with typical wing and Cd2 is the SLM drag with the macarena wing. Let's also make the blunt assumption that all the 750KW is consumed by aero-drag, with very little mechanical friction or rolling resistance losses :
we have 750KW = const x Cd1 x (V1)^3 = const x Cd2 x (V2)^3
The claim is that if it were Cd2 in place of Cd1, the car would need only 745KW.
we have 745KW = const x Cd2 x (V1)^3 , which in turn would mean Cd2 = 0.9933 x Cd1 , a.k.a reduction of Cd by 0.67%
With the full 750KW, the equation now becomes : (V1)^3 = 0.9933 x (V2)^3 , which in turn would mean V2 = 1.002243 x V1 , a.k.a increase in top speed by 0.22% , with the extra 5 KW. If we are talking of V1=330kph, we would get V2=330.74kph. Not much top speed benefit, really.
So I doubt whether the 5KW is a correct estimate, because Ferrari spent quite a few millions developing the macarena wing.
I guess it could also make sense for a comparison if your goal is to put the value of the macarena wing in proportion to the value of the CR trick.


