"You never understood that it ain't no good, you shouldn't let other people get your kicks for you" - Bob Dylan
That's cute. But the second law of motion more closely states that the change is momentum is related to force x time.
Right now I am thinking that "Schrodingers cat" must be one of those ironic names...
If you had bothered to read all of it you may have understood. Or maybe not, perhaps there is no hope for you. I will however persevere.
Here is are the equations FOR THE CORNERING ASPECT:
F = ma
a(acceleration towards the centre of the corner) = v^2(velocity squared)/r(radius)
So if you combine the two... F(acrossways) = mv^2/r This is the force required by the tires to maintain circular motion.
The maximum corner speed is when this force is equal to the maximum force that the tires can exert without slipping. This is given by:
F(acrossways) = k(friction constant of the tyre)x F(downwards)
F(downwards) = m(mass) x g(gravity)
Sooo.... F(acrossways) = k x m x g
Now we make the two equations equal to each other.
k x m x g = mv^2/r You will notice that there is an m on each side, representing mass(of rider and bike). These can be cancelled off.
Sooo.... k x g = v^2/r
v = Squareroot(k x g x r)
The v above is the maximum speed a bike can travel around a corner without the tyre slipping. You may notice that mass is not part of the equation. Would you like to dispute that now?
If you still doubt me I can do the other two equations (acceleration and braking) for you. But this one was the most complicated so I thought I would explain it.
I am in no way saying that they will be faster or slower, just that they do not have any more or less grip.
Come at me.
I fear the day technology will surpass our human interaction. The world will have a generation of idiots! ALBERT EINSTEIN
Facepalm.
Please read. I am not saying that a heavy rider can accelerate or brake as fast as a light rider, as there are limits on horsepower.
All I am saying is that a heavy rider and a light rider given infinite horsepower and braking power, would reach the limits of their tires at the same point.
I have said nothing about actual speed. Only about the limits of their tires which was brought up by the OP.
Heres a more simple equation
T= Talent.
T - $ =
$ - T =
T + $ =![]()
I hear what you are saying. Much of our work with road racing is managing rate of fore and aft weight transfer and how much pressure is placed on the tyres. A lighter rider will require in the first instance lighter springing. But also lighter valving. Its all about getting just the right amount of weight transfer to put enough pressure on the tyres to maximise mechanical grip between the tyre and the track. Of course myriad other factors also come into play, some of them contradictory
And then there are racing classes such as Formula Ford ( Praying Mantis's ) These cars dont have enough power to pull the skin off a rice pudding and often you deliberately take away some grip to stop ''scrubbing off '' too much speed.
Your third paragraph, while contestable does make some sense.
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