Pete Biggs said:Below is a copy of an article posted to another forum. It is all correct and reasonable?
This is something I am personally paranoid about due to the number of times in my youth when lack of
available braking performance caused me bodily injury.
Quoted message said:The only difference that there can ever be between two brakes operating from the same lever with
the same clearance is that due to progression. This is the amount that the mechanical advantage
changes as the brake moves through it's travel.
Well, yes and no. The mechanical advantage while the brake is moving to close on the rim doesn't
affect anything but how much cable must be pulled to get the pad to the rim. Once the pad meets the
rim, the mechanical advantage change (in the calipers) between just touching and brakes hard on is
not going to change significantly, and it is this which is going to determine what your braking
performance is going to be like. The mechanical advantage in this range is not going to change much
in the brake levers either.
Quoted message said:The simplest way this is done is to move the pivots so that the radius between the pad and pivot
is at about 45 degrees to the rim face. This is what V brakes (and cantis) do with their pivots on
the forks. Cantis would also be progressive like V brakes if it weren't for the straddle cable
undermining it all again. However even V brakes only exhibit about 15% improvement over a neutral
mechanism due to progression, the rest of their performance is due to the increased cable travel.
I don't think that the "increased cable travel" is the cause of improved braking performance in V
brakes - I think that the design factor which causes the increased cable travel as one effect, has
another effect, which is to reduce the amount of cable stretch on transmission of effort from the
brake levers to the pads. This assumes other things like cable characteristics being equal between
different types of brakes, which they are not. I have some old cantis which have far thicker brake
cables than used on V brakes, presumably because of the effects I'm talking about.
As an intuitive illustration of what I'm getting at, here's a text diagram of two vertical rods
anchored with hinges with a string between them, meant to represent the lever type forces involved
in getting the finger force to the pads:
__ = string -- = ground
| = rod
| |
| |
| |
|__________|
| |
| |
| |
| |
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Pull on the top of one rod, and the other rod is pulled too. If someone tries to hold the other rod,
the force in the string increases. Now move the string.
| |
| |
| |
| |
| |
| |
|__________|
| |
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This time, the mechanical advantage is the same, but the tension in the string is a lot higher for a
given force from the puller. Thus the string will stretch more. I'm hoping this will illustrate my
point as clearly as possible, so on with the stuff I was commenting on:
Quoted message said:The ultimate force available is proportional to the square of the cable travel, so with double the
travel of a drop bar lever you could get up to four times the braking. In practice you wouldn't
need that much so I doubt that V brakes are optimised for maximum force. Either way, the 15%
improvement from progression looks pretty insignificant. All of this argument ignores friction, if
you include the effect of friction you gain even more with extra cable travel, because cable
tension, and hence friction is reduced.
According to Keith Bontrager, the mechanical advantage of a canti brake tuned purely to optimise
mechanical advantage is about the same as a V brake. I have followed his instructions on how to
"trick" cantilevers, and I ended up with cantilevers which felt and performed extrordianrily like V
brakes. Here's a link: bontrager.comrants.aspOpen ↗ There's even graphs of
brake performance through the arc etc. for the really keen.
Quoted message said:Cable stretch: All materials stretch/deform by a amount proportional to the load applied, whilst
the load remains within the elastic limit. Beyond the elastic limit the structure takes a
permanent set. The stretch on the cable is well within the elastic limit, but with 1.3m of cable
and only 10mm of travel, it doesn't take much force to soak up half the travel. The front cable is
half the length and so requires twice the force to stretch the same amount of course. The amount
of stretch (S) is: S=FL/(AE) where L is the unstretched length F is the force applied A is the
cross sectional area of the cable and E is the Youngs Modulus for stainless steel, a factor that
defines how rigid a material is.
So finally, to complete the yes and no bit I started off with, the cable stretch is going to mean
some more deflection at the brake lever end, but the force transmitted is actually the same as long
as you don't run out of brake lever travel. Everyone I know who adjusts brakes makes sure that they
have enough travel on the brake lever to apply the brakes without running out of travel at the
levers. In a matched set of brake levers and calipers, the amount of remaining pad clearance with
the brakes off is effectively determined by this adjustment. You can have more clearance with V
brakes, because the pads move further for a given cable travel in the early part of their arc of
movement. This makes them easy to adjust. The longer cable travel means you have options of using
thinner cable, balanced against how "stiff" a feel you want (because of lack of cable stretch).
Conclusions: I'd rather have an "increased cable travel" design, simply because it can be
mechanically stronger (i.e. cable less likely to break for a given thickness of cable). 1-0 to V
brakes. I'd rather have extra clearance at the pads if braking performance can be maintained. 2-0 to
V brakes. I'd like to be able to adjust how my brakes feel. (thats a point awarded to Avid speed
dial brake levers - can you get on-the-fly adjustable pull drop bar levers? With STI or Ergo?) I
actually like brakes you can apply maximum required force with light use of one finger, especially
on long descents.
If you've read this far, I suggest reading the Bontrager article.
Jim Price