iain_tk wrote: Is it possible to achieve the speed and acceleration on a Formula One car with the comfort of a family passenger vehicle?
As I told in my previous post, maybe is it possible to achieve the speed and acceleration on a Formula One car like the Veyron does: in a foward direction.
For lateral accelerations I really dont think so.
iain_tk wrote:I am currently looking at the damping used on F1 cars however I don't really understand how less damping (harder suspension) increases the traction of a car through corners and over bumps. Can someone please explain this to me?
There is a general misunderstood about what a hard or soft suspension is.
One thing is damping and the other thing is a hard suspension.
The vehicle mass and the springs stiffness is what determines suspension "hardness".
A bus with F1 springs wont be hard, but way too soft.
A bike with "soft" passenger car springs will be as hard as if it has no suspension.
Then, for the damping, the dampers
or shocks. A suspension with no shocks will oscillate for a very very long time. The dampers are incharge of mitigating that oscillations as fast as they can.
iain_tk wrote:Also I would like to prove this. Using data from both and formula one car and a normal car, is there an equation/formula that I can use that will show and increase of traction with a harder suspension set up?
A formula you can use to compare suspension "hardness" or stiffness is the one of the natural frequency.
where:
f = natural frequency [Hz or 1/second]
K = spring constant [N/m or Kg/sec2]
M = mass [Kg]
Mind that this is for an ideal mass/spring system and does not take into account many things, as tires, motion ratios to the wheel, etc.
Some aproximate benchmarks can be passenger cars arround 2 Hz and F1 above 5 Hz.
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