Wider tires, higher air volume, lower pressure. Why?
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In general, the contact patch governs traction, static loading, and rolling resistance.
Air pressure behaves like a non-linear spring, the more the tire compresses, the more the pressure rises. Lower pressure is a weaker spring, high pressure is a firm spring.
A taller tire effectively has a longer travel, and a tire with more volume will behave more like a linear spring.
In response to large bumps, the wide tire at lower pressure is going to be more supple and absorb more shock.
Air pressure behaves like a non-linear spring, the more the tire compresses, the more the pressure rises. Lower pressure is a weaker spring, high pressure is a firm spring.
A taller tire effectively has a longer travel, and a tire with more volume will behave more like a linear spring.
In response to large bumps, the wide tire at lower pressure is going to be more supple and absorb more shock.
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I thought it was mainly due to the fact that road surfaces aren't perfect, and there was something about a lower pressure, larger contact patch absorbing the bump taking less energy than having to "bounce" over it. I recall reading that a 29x2.2 or somewhere in that range v a 27.5x3 (+) on a downhill roll test resulted in the + tire rolling faster, and they also chalked it up to the tire deforming a little more rather than bouncing over.
But, I am not an engineer, nor a fast rider, so... yeah. I like 25's or 28's, tubeless, between 85-95 psi for comfort.
But, I am not an engineer, nor a fast rider, so... yeah. I like 25's or 28's, tubeless, between 85-95 psi for comfort.
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Not a dumb joke this time.
#30
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That is the same as the constant air molecules argument, but it has no theoretical basis. You are saying that the total force on both tire carcasses has to be the same. Why? We are not talking about uniform compression of the tire such as in a hyperbaric chamber. We are talking about compression at a small contact patch.
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I've assumed that the air (and tire) does act as a linear spring. I know that the tire's construction, including the direction of the threads, will introduce some non-linearity but surely that's small enough to be nit-picky?
Playing Devils Advocate, if you adjust your tire - however skinny or fat - to drop 15% at your weight (W) and it acts like a linear spring, will it not drop 30% at a weight of 2W? And so on ... at some force, for either tire, it mashes to the rim 95-100%. Which implies that the same force, the same pothole at the same speed, has the same likelihood of a pinch flat for either the skinny or fat tire. If it's all about pressure and the magnitude of force, that is.
OK that depends on "what" the tire drop is 15% of so let's back up. Is the 15% rule relative to the tire bead height? Inside rim to bottom of tire? Something else?
Playing Devils Advocate, if you adjust your tire - however skinny or fat - to drop 15% at your weight (W) and it acts like a linear spring, will it not drop 30% at a weight of 2W? And so on ... at some force, for either tire, it mashes to the rim 95-100%. Which implies that the same force, the same pothole at the same speed, has the same likelihood of a pinch flat for either the skinny or fat tire. If it's all about pressure and the magnitude of force, that is.
OK that depends on "what" the tire drop is 15% of so let's back up. Is the 15% rule relative to the tire bead height? Inside rim to bottom of tire? Something else?
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But your explanation would relate to why you would have to inflate a bigger tire to lower pressure, not why you would be able to. Most of the recommendations for larger tires are couched as what you can do, not what you have to do.
#33
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The wider tire is capable of providing more contact patch before it bottoms out. It has more rubber surface area available to press on the ground before anything bad happens. If you compress two tires so that their rims are just barely not pinching the tube/tire, and one is wider than the other, the wider tire will have way more rubber touching the ground.
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I've assumed that the air (and tire) does act as a linear spring. I know that the tire's construction, including the direction of the threads, will introduce some non-linearity but surely that's small enough to be nit-picky?
Playing Devils Advocate, if you adjust your tire - however skinny or fat - to drop 15% at your weight (W) and it acts like a linear spring, will it not drop 30% at a weight of 2W? And so on ... at some force, for either tire, it mashes to the rim 95-100%. Which implies that the same force, the same pothole at the same speed, has the same likelihood of a pinch flat for either the skinny or fat tire. If it's all about pressure and the magnitude of force, that is.
OK that depends on "what" the tire drop is 15% of so let's back up. Is the 15% rule relative to the tire bead height? Inside rim to bottom of tire? Something else?
Playing Devils Advocate, if you adjust your tire - however skinny or fat - to drop 15% at your weight (W) and it acts like a linear spring, will it not drop 30% at a weight of 2W? And so on ... at some force, for either tire, it mashes to the rim 95-100%. Which implies that the same force, the same pothole at the same speed, has the same likelihood of a pinch flat for either the skinny or fat tire. If it's all about pressure and the magnitude of force, that is.
OK that depends on "what" the tire drop is 15% of so let's back up. Is the 15% rule relative to the tire bead height? Inside rim to bottom of tire? Something else?
#35
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The wider tire is capable of providing more contact patch before it bottoms out. It has more rubber surface area available to press on the ground before anything bad happens. If you compress two tires so that their rims are just barely not pinching the tube/tire, and one is wider than the other, the wider tire will have way more rubber touching the ground.
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Yes, if the fat tire is inflated to a lower pressure, then it has the same (similar?) chance of pinching. That's one of the advantages of the larger tire, you can lower the pressure without INCREASING the chance of pinching. Not that you reduce the chance of pinching, but that you can ride at a lower pressure and not increase the chance of pinching as would happen if you lowered the pressure in the narrower tire.
I'm still obsessing over the 15%. I think it is measured from the bead, but there is a fixed volume of air in the rim also so 15% drop for a small tire is more drop compared to the total air volume than is 15% drop for a big tire. So the big tire following this rule really would take bigger impacts without flatting.
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Well literally, not having a greater likelihood of flats may be the "reason you can lower pressure" on wider tires. Rather than the size of the contact patch. The contact size by itself does not increase friction, raise or lower rolling resistance, or affect pinch flats. It does keep some of the tire on the ground when rolling over small obstacles, and might grab some dry pavement faster when sliding over a slick spot.
I'm still obsessing over the 15%. I think it is measured from the bead, but there is a fixed volume of air in the rim also so 15% drop for a small tire is more drop compared to the total air volume than is 15% drop for a big tire. So the big tire following this rule really would take bigger impacts without flatting.
I'm still obsessing over the 15%. I think it is measured from the bead, but there is a fixed volume of air in the rim also so 15% drop for a small tire is more drop compared to the total air volume than is 15% drop for a big tire. So the big tire following this rule really would take bigger impacts without flatting.
Forget about 15%. It could be any number. Tire experts general agree that a certain fixed % drop gives a good compromise of comfort and rim-tube protection. I see it as the distance from the apex of the tire bead to the top of the rim which is what you are trying to avoid hitting. That is why the air between the brake tracks is unimportant. You can only drop the tire to where the tops of the brake tracks hit the ground or the squished tire keeping the brake tracks off the ground. So the constant %age is the fraction of the distance the tire can be allowed to drop. Trial and error suggest that 15% is a good number.
I'm pretty sure that the air volume is not what protects the tire. Virtually all impacts are big enough to bottom out the tire. But are they forceful enough? Air in the brake track space has nothing to do with it. Only the pressure in the tire and the size of the contact patch. It isn't about volume, it is about pressure. And despite the implicatons of the ideal gas law, those are not really the same here.
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To the people that are telling Robert that he's overthinking it - welcome, you must be new here.
#39
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Forget about 15%. It could be any number. Tire experts general agree that a certain fixed % drop gives a good compromise of comfort and rim-tube protection. I see it as the distance from the apex of the tire bead to the top of the rim which is what you are trying to avoid hitting.
I'm pretty sure that the air volume is not what protects the tire. Virtually all impacts are big enough to bottom out the tire. But are they forceful enough? Air in the brake track space has nothing to do with it. Only the pressure in the tire and the size of the contact patch. It isn't about volume, it is about pressure. And despite the implicatons of the ideal gas law, those are not really the same here
I'm pretty sure that the air volume is not what protects the tire. Virtually all impacts are big enough to bottom out the tire. But are they forceful enough? Air in the brake track space has nothing to do with it. Only the pressure in the tire and the size of the contact patch. It isn't about volume, it is about pressure. And despite the implicatons of the ideal gas law, those are not really the same here
Or I could be wrong and that mostly applies to just static loads.
I see where you're headed though. For tires at a given pressure, the size of the contact patch is directly proportional to the force against it. An area two inches wide could bottom out on a small tire that didn't have two inches width between the rims, but not on a bigger tire that has more room for a bigger contact area. Right?
#41
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But in real world, with tarmac, 25-28 is best. Vibrations reduce rolling, and speed. Wider tire with more give can absorb the vibrations and keep the tires on the surface, therefore lower rolling resistance. And then as the road gets rougher, pave etc 28-32 is desired.
I haven't ridden 28, so no idea how sluggish it is.
Last edited by zymphad; 03-06-17 at 05:10 PM.
#42
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Same force. That's it.
Force that holds the clincher bead on the rim as well as the supporting force of the rider and rig.
Moving on.
Force that holds the clincher bead on the rim as well as the supporting force of the rider and rig.
Moving on.
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Sorry - not reading all of this.
The wider contact patch is more round, the narrower is more elliptical. There is more case deformation on the narrow at the same PSI. That is the trick - same PSI. Although in theory the patch area is the same it isn't because of case deformation.
When you are running the wheel at ride speed there is delay in the deflection at least due to case/tread hysteresis. Just so no-one thinks I'm neglecting the centripetal force of the rotating mass of the tire/rubber/air in tube, it is very small. Many riders can feel that.
But when I tested I normalized all that. So I ran a 25 @110psi and I ran a 23 @ 130 (I did the math then, but forgot the specifics.). Anyway, this is another area where I think on a smooth road the thinner higher PSI will do as well or better - and weigh less.
Many have been duped into thinking as wider at the same PSI is lower Crr they are faster. Just pump the thinner up more. Get to bumps, it is different.
The wider contact patch is more round, the narrower is more elliptical. There is more case deformation on the narrow at the same PSI. That is the trick - same PSI. Although in theory the patch area is the same it isn't because of case deformation.
When you are running the wheel at ride speed there is delay in the deflection at least due to case/tread hysteresis. Just so no-one thinks I'm neglecting the centripetal force of the rotating mass of the tire/rubber/air in tube, it is very small. Many riders can feel that.
But when I tested I normalized all that. So I ran a 25 @110psi and I ran a 23 @ 130 (I did the math then, but forgot the specifics.). Anyway, this is another area where I think on a smooth road the thinner higher PSI will do as well or better - and weigh less.
Many have been duped into thinking as wider at the same PSI is lower Crr they are faster. Just pump the thinner up more. Get to bumps, it is different.
#44
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Totally agree. Fortunately those two forces are comparable. Tires are firmly enough mounted to tolerate the pressures with which they ride best.
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To the extent that compressing the air is involved, it would depend on ALL of the volume that constrains the air. But, we know that tire pressure does not increase (or very little) when we load the axles. Therefore the air is not being compressed by load, and all that is moot. Maybe it's different when you hit something producing a lot of impulse into the tire (rather than on top of a flat surface), but I think that would have to be extraordinary.
Or I could be wrong and that mostly applies to just static loads.
I see where you're headed though. For tires at a given pressure, the size of the contact patch is directly proportional to the force against it. An area two inches wide could bottom out on a small tire that didn't have two inches width between the rims, but not on a bigger tire that has more room for a bigger contact area. Right?
Or I could be wrong and that mostly applies to just static loads.
I see where you're headed though. For tires at a given pressure, the size of the contact patch is directly proportional to the force against it. An area two inches wide could bottom out on a small tire that didn't have two inches width between the rims, but not on a bigger tire that has more room for a bigger contact area. Right?
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because that much volume filled to a higher pressure would be a volume that the tire could not physically hold. like a SCUBA tank but those are metal. the bigger volume exponentially increased way beyond the physical limits of the design. improve the design and maybe you got a shot at it
#49
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because that much volume filled to a higher pressure would be a volume that the tire could not physically hold. like a SCUBA tank but those are metal. the bigger volume exponentially increased way beyond the physical limits of the design. improve the design and maybe you got a shot at it
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oh ok. don't know why a bigger tire CAN run at a lower pressure. gimme 10 yrs & I'll get back to ya
but I don't think my new 45mm riddlers (whose max is 55 lbs) could be run at 120 psi
but I don't think my new 45mm riddlers (whose max is 55 lbs) could be run at 120 psi