Yeah and I'm not sure what the mentality of karting in Asia vs. Europe has nothing to do with how much difference a heavier brake disc makes on a kart, or being able to discuss technical matters.
that 1 used to be 100... so i typt wrong...
Ok that makes sense. Yes I agree that 100grams on the brake disc has more of an effect than if that 100grams was on the frame. But the question is how much? You seem to feel that there is a big difference, and you base this on some speed tests.
The good thing is that
we can actually use simple math and laws of physics to figure it out a way of quantifying the difference and we can say "X amount of weight on the disc is the same as X amount on the chassis".. or if we wanted to we could figure out for example "200grams of extra weight on the rims is the same as _____grams extra on the chassis".
I checked online for formulas on how to figure it out. It turned out being an easier calculation that I thought it would be.
Here is an example between 2 discs of the same size, but different weight. The outer diameter of a disc is 194mm, and the inner diameter is 136mm. (Actual specs of a CRG Ven-05 brake disc according to homologation forms).
I don't have the discs to weigh them, but CRG did say that their special lightweight Ven-05 disc weighs the same as their thin Ven-04 disc. I checked the Ven-04 discs' dimensions and it should weigh roughly 2kg (+/- a few hundred grams) in cast iron. Lets say that the Ven-05 "cheaper" disc weighs 4kg, so we'll do a comparison of a 4kg and a 2kg disc, with similar dimensions, and see what kind of an effect that has. Now here we are assuming that the driver is not overweight - he will be able to add 2kg onto the kart if he takes if off on the brake disc - we are talking about rotational mass here, while keeping the total static kart weight the same.
So the
heavier disc weighs 4kg. And the
lighter disc weighs 2 kg.
That is actually quite a big difference, it might be more than the difference in reality. The
rotational inertia is what we need to figure out to see the resistance created when being rotated.
The equation to figure out the rotational inertia is:1/2m(r1^2+r2^2) (
http://en.wikipedia.org/wiki/List_of_moments_of_inertia)
The rotational inertia (I) for the discs is:4kg disc = 2(0.068^2 + 0.097^2) =
0.028 kg-m^22kg disc = 1(0.068^2 + 0.097^2) =
0.014 kg-m^2Wow the 4kg disc has twice the rotational inertia!! But what does that really mean in reality?
To be able to say X grams on the disc is like X grams on the chassis we need to figure out the "
equivalent mass" as explained very well on this website:
http://www.stephenmason.com/cars/rotationalinertia.html The interesting thing is that the rotational velocity of a brake disc (or anything else on the axle) of a kart is directly proportional to the velocity of the kart. This means that the result will be valid at all speeds.
I won't re-work everything from the site above, but if you follow along there with these numbers you should understand it:
We'll set the tyre's rolling radius at
0.135m (85cm tyre which is quite typical - rolling radius = circ/pi/2 = 0.135)
So we end up with the equation
equivalent mass = m + In^2n is 1/0.135 = 7.41
I from earlier is 0.028 and 0.014
m are the weights 4kg and 2kg
Solve the equivalent mass for the 2 discs:4kg + 0.028*7.41^2 = 5.537kg
2kg + 0.014*7.41^2 = 2.768kg
What this means is that with a 4kg disc, if is effectively a 5.54kg disc when accelerating. Or with the 2kg disc it is effectively a 2.77kg disc when accelerating.
Don't forget that the 2kg we saved on the disc was put back on the kart, so the difference between the two karts is effectively:
5.54 - (2+2.77) = 0.77kg. So if you have a 4kg disc vs. a 2kg disc you can say that using the heavier disc is the same as having 0.77kg added to your seat (extra above the weight limit).But the difference isn't actually quite that big. This "weight penalty"
only applies when you are accelerating, and only when your wheels aren't capable of spinning. When you are traction limited (wheels are able to spin if you give it 100% throttle), the rotational inertia does absolutely nothing - the engine clearly has enough power to overcome all of the rotational inertia and has excess above the grip available from the tyres. It makes no difference if the 2kg is on the disc or on your seat.
So for example with a KZ shifter kart from say 0 to 50kph you might still be able to spin your wheels, so in that range
it makes no difference to the acceleration. After that the difference is the same as if you added 0.77kg of weight to the kart. Adding that amount of weight would not be measurable in a change of top speed.
How about under braking?
If you are able to lock up the tyres - then you are not being effected by the rotational inertia! Extra weight on the brake disc is just the same as having that weight elsewhere under braking. It also doesn't add weight transfer to the kart when cornering/accelerating/braking, and it doesn't do anything to slow you down when you've already reached top speed if you hit the rev limiter for example. So in fact it's not even "the same as adding 0.77kg" - the effect is a lot less than that! It also doesn't add (small amounts) of resistance to the kart in the same way that led on the seat would (by adding to the friction in bearings etc).
So once you take away the parts where you could spin the wheels, and the braking areas, then you are left with the bit where the rotational mass will make a (tiny) difference. So overall laptime difference simply couldn't be able to be measured even with a 2kg vs 4kg disc because other variables would make a larger difference. This also means that the more power you have available - the less the rotational inertia effects the kart (so a KZ1 for example will see less improvement than a Rotax Max from the same reduction in brake disc weight).
If the discs were 2kg vs 3kg then the difference would drop down to around 350 grams. With a 3kg disc vs. a 3.5kg disc this is down to under 200grams (and remember, only for a part of the lap). You can quite easily plug in the numbers for different weight discs (and other components such as rims, tyres, etc.) in the website to test things out.
The closer the component is to the axle - the less rotational inertia it has. So the same weight savings in hubs for example will have a lot less effect than the brake disc, and rims will also have less of an effect than the brake disc. Weight saving on the axle will have even less effect

. The most effect would actually be from a lighter tyre.
I learned a lot thanks to this thread. I always thought the difference wouldn't be very big, but now I can actually calculate the difference to an extent and understand it more!
An easy way to see how little effect rotating mass has is when you start your engine on the stand. If you rev it on the stand from 0 to 10,000rpm it will happen in an instant - on the track it will take lot longer. On the stand the engine overcomes all of the rotational inertia on the rear axle, whereas on the track the engine has to overcome the rotational inertia + the inertia of the total mass of the kart (and wind resistance etc). The inertia of the total mass of the kart is obviously massive compared to even all of the rotational inertia on the rear axle. You could try to find the lowest power 60cc engine you can find and it would still be able to rotate the axle with all the wheels etc. on it very easily.
I may not have all the calculations correct in this post because I'm not exactly a mathematician (anyone please correct anything you see that is wrong), but they should be thereabouts.