henry wrote: ↑16 Nov 2022, 18:55
I think the correct calculation is 152/146^2, which yields 8% more centripetal acceleration. I think that probably would be a challenge to hold on a tighter line, which increases the acceleration.
Oops, right...
That's on me, I was doing some other calcs in parallel and made a boo-boo here. You and Gooch pushed me to go a step further and check if I'm going crazy just to be sure...
Gooch wrote: ↑16 Nov 2022, 19:32
It's not just about speed. Centrifugal force is also dependent on radius of the corner which will always be diminished when you are running the inside.
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Thanks again, I really appreciate this kind of analysis but I will have to disagree once again. From google maps I got R55.7 for normal line and R55.2 for a line that could keep Max right on the edge of the track. Let's make them R56 and R55 just in case. Anyone can feel free to check the math, chosen lines and arcs drawn. I've left measurements from G-maps for length reference.
Case 1 - Max, lap 7, 800kg car, 80kg driver+seat, 90kg fuel, 146kmh, R55 - F_cf=28,928N
Case 2 - Hamilton, lap 63, 800kg car, 80kg driver+seat, 11kg fuel, 153kmh, R56 - F_cf=28,738N (-0.65%)
I'd say this hypothetical line for Max would certainly be far from undoable. And that's without taking into account he could brake a bit more if he wanted to, to make sure he would keep it on track. In any case, his T3 entry would be compromised as hell and he'd be a sitting duck for Perez, let alone Hamilton. Another reason Hamilton should have been smarter with his corner entry and let Max overshoot racing line...