I have spent my career as an engineer - specializing in material science. Many degrees, many hours in research labs. Your calculations SOUND fully reasonable. I've never been exposed to that flavor of physics. Can you illuminate how you got to these amazing figures? i.e. - how 1.1 g can be obtained - even with sticky tires. How 854 hp can't accelerate faster, just increase top speed. I am not doubting you. I've just never been exposed to these types of calculations.
For the 1.1g, thats something you might have to ask another material scientist, maybe even someone who deals with aerodynamics. If I'd had to guess its just the friction coefficient. But from acceleration data, we can see that its around 1.1g, it could be higher, but it sounds reasonable for a performance oriented car.
The power calculation, thats pretty easy. For that, we just need basic physics and my field of expertise, rotating electrical machines. As most know the typical electrical machine, has a flat torque curve from zero, but what many don't know is that at the point of maximum power, that changes and it becomes something like a flat power curve. So the torque curve goes down with the the increase of rotational speed/rpm. There is one point, where torque and power it at its maximum. If we would plot torque and power, over the rpm, its the point where at higher rpm the toque decreases, while at lower rpm the power decreases.
Maybe we need to clarify what torque exactly is. Torque is force times radiant and it can be geared up, or down. Thats one of the reasons why talking about motor toque in EVs is rather pointless. In the end the torque is transmitted to the road, as force. If the force is higher than the nominal force of the car, times the friction coefficient, the wheel slips.
So to get the fastest to 60mph, with a given friction coefficient, at minimal power. We just need to gear the car that way that we have the point of maximum power and toque at 60mph, because we have no multiple gear transmission, where we could switch the transmission ratio.
That way we have 1.1g of acceleration up until 60mph, which gives us the minimal time from 0-60, 2.486s. If we want to go lower, we need a higher friction coefficient.
Now we calculate the power. 1.1g times 2.2 tons, gives us the force needed, 23.74 kN. And since power is force times speed, we have 60mph*23.74kN, which is 637kW. Thats the minimal power needed. If we have more power, we could either leave the gearing the same, which would result in spinning wheels, but a higher acceleration at high speeds, or we gear up and set the point of maximum power at a higher rpm, which has basically the same effect. It would still accelerate slower than the lower geared car, but top speed would increase.