I cannot in good faith recommend narrow rims or tyres, or high pressure regimes, to anyone except racers looking to save the last gramme.
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Personally, I don't care that ERTRO took the cowardly way out and thereby threw the rim/tyre width scene into confusion. I follow the rational and safe rule they first propagated, that the tyre should not be more than 2.5x the rim width across the beads -- note, not the outside rim width, the inside width where the tyre is retained inside the rim.
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Andre, your thoughts and insights into rim width, and the potted history of Exal's links to Rigida/Ryde are very interesting.
Thanks you for the kind words, Steve. Mostly it is only women and editors who flatter me...
1) I know you like lower pressure- but doesn't the puncture protection advice suggest that it is most effective at higher pressures- and that lower pressures can lead to more punctures?
This is can of worms that you've opened here, Steve, to which the answer is, It depends, and my particular answer is, Today it depends on the sidewall. If you were to section your modern Schwalbe anti-flat tyre, you'll discover that there's a layer of friction compound on the outside (several choices at different prices), a layer of intrusion-protection (ditto), and a thin layer of the friction compound or something rubbery to hold it all together, also lining the sidewall. The anti-intrusion layer may add something to the suspension of the bike but for this discussion we can set it at zero or even a negative influence to be compensated for with a softer sidewall. All the suspension is, for practical purposes, in that soft, flexible, resilient sidewall. The sidewall is also the most vulnerable part of the modern tyre. We'll return to that.
I think it is quite possible that some extra distance between the friction interface with the road and the dead-bottom of the rim well could make punctures less likely, and slower acting because the distance might give the rolling tyre more time after the first puncture, to the side of the tube nearest the tyre's rolling surface, to disengage from the sharp, say a nail in a plank, perhaps before the other side of the tube is also punctured, doubling the loss of air per time period.
But the truth is, if you buy the near-perfect puncture-proof tyres that are on offer at the cost of considerable weight, that puncture through the rolling area of the tyre becomes less and less likely, to the point of a vanishingly small probability.
Practically, in ten years and over 10K of riding through potholes at speed -- what some here might consider careless riding -- on Big Apples inflated to lower pressures than anyone else I know of, I've had two punctures, including one with serious consequences which only with luck wasn't more serious, both my fault. But neither was through the protected rolling surface of the Big Apples. Both were the result of the flexible sidewall, without which the Big Apple doesn't deliver all its benefits (or perhaps any of its benefits -- I haven't thought that through) running out of flex-space in big bumps. In one incident at the bottom of a long hill a new and rather large pothole had appeared, and I crashed straight through it at over 50kph, causing the classic fishbite double puncture in which the sidewall bends outwards and the tube gets pinched between the rim and the back of the hard rolling surface of the tyre, all of this happening at tremendous velocity, and with substantial force. I inspected the rims with a magnifying glass because I just couldn't believe they weren't damaged. I was surrounded by cars and slowed down up the next hill, and from the top called a car to bring me home (I don't even carry a spare tube). On the other occasion I was riding in a construction site when I came upon a transverse ridge of concrete on the margin between riding-over and jump-onto height, and fumbled the choice so that the rim could be heard complaining about being banged. Cautiously, I stopped to make an inspection. I could see nothing broken, there was no hiss of escaping air, the manometer showed the correct pressure in the tyre still, so I rode on. On a steep, fast downhill with blind turns, the front tyre went flat in a moment, I lost the bike, took a bad header, and was lucky the drivers behind me had good reflexes.
So, what we have here as anecdotal evidence, are incidents that depend for their very existence on a soft sidewall, without which my preferred tyres won't work. The Marathon Plus, beloved of city commuters, isn't one of my favorite tyres, but when I rode on those, and its Bontrager workalike, I had one more puncture, now over a period of nearly twenty years, and again it wasn't an intrusion through the puncture-proofing but the much stiffer Marathon Plus sidewall folding when the bike crashed through a pothole.
As an aside: Maybe the Marathon Plus is more puncture proof than the Big Apple, but I'm happy to pay the price for the far greater comfort of the Big Apple. Anyway, it seems to me that most Big Apple riders aren't speed merchants, and most are probably not even aware that it is an incredibly fast tyre.
You can go back through this forum's discussions of Pasela tyres, once a common fitment on Thorns, and discover more about tyre sidewalls than you ever wanted to know.
In short, I'm in agreement with you: a harder-pressured tyre is less likely to suffer a flat, but I think that with modern puncture proofing that has become an irrelevance, at best an outdated theoretical consideration, and the focus needs to shift to the sidewalls.
Additionally, I don't consider myself a racer nor worried about the last gram, but I tend to repump my tyres back to max pressure every time my commuting time starts increasing by as much as 5 minutes a leg. Usually I've dropped from 6 bar to 3.5-4.0 bar by this time, and although I don't necessarily notice the friction gains/losses, I do notice the time needed to get to/from the office increases enough to warrant my pumping back up.
First of all, I don't think you'll split good rims like Zac 19 by inflating to the tyre's recommended max. Secondly, on 19mm rims you can, if your forks permit it, fit tyres up to 47mm wide without breaking the original, sensible ERTRO rule. Thirdly, you need to read Andy Blance on lowering tyre inflation, if you haven't already.
I don't believe that a harder-inflated tyre is faster. The transmission of power, all other things being equal, in the end comes down to the amount of friction between the tyre and the road, and the same applies to roadholding and handling. At a similar pressure, a fat tyre has more rolling area in contact with the road than a slender one. Bar for bar of inflation a fat tyre is not just as fast as a slender tyre, it is faster because it has more frictional surface to transmit the power through and lower rolling resistance -- I know, counterintuitive, but true. All these margins add up. What tends to level off the playing field is that almost all fat tyres have heavy puncture protection, and I mean heavy enough to concern non-weight weenies. (Check the weight difference between Schwalbe's Type 19 and Type 19A "Leicht" tubes...) True, you don't notice the weight after a while, and it has a pleasing barbell effect in that once those fatties are going, they just keep rolling but, nonetheless, we started out with Colin Chapman, and he made a religion out of his obsessive hatred of weight.
2) Do you think that wheel diameter needs to be considered when setting a maximum recommended tyre width? Surely a 19mm rim on a Brompton compared with my 19mm rim on a 28" wheel are going to sit differently with a tyre of the same width simply because of the total volume of air contained in each size would undoubtedly react differently when e.g displace by the impact of hitting a curb or pothole?
Undoubtedly. The tyre on the smaller diameter rim needs to be much, much wider to bring the same damping volume into play. A number that was quoted by another balloon tyre enthusiast, Kalle Kalkhoff, the late Pedersen maker in Germany, is that from the 50mm (already a very comfortable tyre) to the 60mm Big Apple there is an increase of 50% in air volume. So imagine how much air you lose going down from a full-size tyre to the Brompton-diameter at the same width. That column of damping air which is so desirable is much shorter on the Brompton, so you must make it fatter to make up the lost volume. Thus, a Brompton-sized bike, to be as comfortable, must either offer additional suspension to the tyres, or be able to fit very fat tyres. I realize fat tyres fight foldability and portability, but I'm just responding to your example. I think the users of Bromptons must resign themselves to the inevitable compromises. I do have another example though. A correspondent who rides a bike similar to mine -- he had a precise copy of my bike built -- rode his bike and a Scooterbike side by side, both developed from older designs and built by Utopia, both on 60mm Big Apples, the bigger bike on 622mm wheels, the Scooterbike (a recliner) on 16in wheels (I think). The first thing he told me when he called me from Germany was that, without the rear swing arm suspension, the Scooterbike even in the refined Utopia version (which Utopia called the Phoenix) would not work, and that he therefore did not consider it as ultimately simple and (his word) "complete" as our Kranichs. I concluded that even with the huge wheelbase of the Scooterbike, the Big Apple 60mm on the small wheel did not cut the whole mustard precisely because it didn't hold enough air.
I'm not ignoring the actual intent of your question, that perhaps the rim/tyre width ratio needs to be adjusted for smaller wheels; I just wanted to establish first that the smaller the wheels, the more compromises will be called for. But that said, there's an automatic safety device built into small wheels, which is the desire of the tyre makers to stay out of liability court. If the cyclist sticks to the recommended inflation regime on smaller tyre sidewalls, smaller diameter rims should also be all right.
A suitable width ratio for smaller wheels would depend (sorry!) on the mechanism and vectors of overinflation damaging rims. I don't know what it is. It can't be a lever-arm principle because all those spokes are independent and fixed at both side with a considerable amount of freedom, and by definition flexible in the middle. So we can rule out the hub as a player. That leaves the rim itself, with the tube forcing the sides of the rim apart until the alloy fractures because it has zero real-life flexibility, whatever Timoshenko may say. That's still not enough information to work with; maybe someone who has seen examples knows more.
[EDIT 17 NOVEMBER 2021
One paragraph of speculation removed as, though theoretically defensible, it can lead to innocents abroad in the dark and dangerous forests of suspension believing I made a firm recommendation contrary to Schwalbe's expert advice, something one doesn't wish to give even the appearance of doing without a very strong argument. The next paragraph has also been altered to take account of the removal and to add information kindly sent to me offline by a noted expert on bicycles:]
One thing is already obvious. You also have to consider the angle at which the retainer ring in the rim meets the bead on the tyre, something that ERTRO wouldn't have overlooked at either the maximum or minimum recommendation. Here a small wheel would be at an intrinsic disadvantage because the curvature of the rim is tighter, which would adversely alter the effective bead release angle, requiring greater pressure to seal the bead under equal distorting force. So a small rim is already at a disadvantage in hard cornering, and may also lose its tyre earlier than a large rim, more reasons not to transgress the particular rim- and tyre-makers' advice on either tyre to rim width ratio or inflation level. Schwalbe (via my offline correspondent) agrees at
https://www.schwalbetires.com/tech_info/inflation_pressurewhere they tells us that (comparing tyres like for like except for diameter):
"Tires with very small diameters (recumbent bike, folding bike) also require a higher pressure."E&OE