Fatter tires, worth the trouble?
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Thank you for your answer. I have one real weird problems with my road bike wheels. I put new rim tape but is move the rim tape and do hole in the innertube. that happens without i ride the bike is do that when i put air in the tire. I do like use the max psi
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#132
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#133
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I was just thinking the same. Thanks for noting it. Oy!
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#134
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You can do your own research. Wheel Testers from Finland have done the studies on the rolling resistance gains and that's where the value for the rolling resistance come from. There are numerous sources of graphs for the energy required to overcome drag at various speed. You can do your own math...but probably won't.
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#135
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Newton's Laws of Motion say that an object in motion will stay in motion unless operated on by an outside force. Moving through the air is that outside force. In fact, you are the outside force if you look at the action from the standpoint of an air molecule. You, as the cyclist, may not be accelerating but you are accelerating each and every air molecule you slam into. The acceleration of each molecule acts as a drain on the larger body's (your) momentum and you have to make up that drain by putting more energy into the system to maintain your speed. The more weight you have on the bike, the more you have to shove into the air and the harder you have to work. Rolling resistance of a 35mm or 42mm or 50mm may be lower than a 23mm tire but the weight of each of those is significantly higher which translates to more energy required to move it down the road.
Not at all. I'm not talking about trying to get the bike 2 feet off the ground but just getting it over a pothole or up a curb. Any bike can be hopped up or down a curb or over a pothole.
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As far as video goes: those seats are WAY lower than I ever ride when commuting. That's a MTB, off road setup bike. But on a seat that is at the correct height for road riding, it would be impossbile to do a bunny hop with platform pedals. And a backpack packed at the rear rack. So when I need to go up a 5 cm tall kerb, I highly prefer a 40 mm to a 23, or even a 28 mm fat tyre. The 40mm ones don't even need any slowing down for the kerb. Same goes for most smaller pot holes, bumps etc.
I have, by the way, miss judged a high speed hop up a curb with tires closer to 50mm and put a nice deep curb shaped V in a wheel. I didn't stop hopping up curbs but I'm much more careful about doing it since replacing a wheel isn't that cheap. Just slamming potholes or curbs is hard on your pocketbook.
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Solo Without Pie. The search for pie in the Midwest.
Picking the Scablands. Washington and Oregon, 2005. Pie and spiders on the Columbia River!
#137
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Newton's Laws of Motion say that an object in motion will stay in motion unless operated on by an outside force. Moving through the air is that outside force. In fact, you are the outside force if you look at the action from the standpoint of an air molecule. You, as the cyclist, may not be accelerating but you are accelerating each and every air molecule you slam into. The acceleration of each molecule acts as a drain on the larger body's (your) momentum and you have to make up that drain by putting more energy into the system to maintain your speed. The more weight you have on the bike, the more you have to shove into the air and the harder you have to work. Rolling resistance of a 35mm or 42mm or 50mm may be lower than a 23mm tire but the weight of each of those is significantly higher which translates to more energy required to move it down the road.
Isn't this the same reason heavier cyclists can travel downhill faster? Acceleration due to gravity is the same no matter what the mass is. The forces exerted by the cyclists however are not the same, a heavier cyclist exerts a greater force against the air molecules and is slowed less by them.
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You can do your own research. Wheel Testers from Finland have done the studies on the rolling resistance gains and that's where the value for the rolling resistance come from. There are numerous sources of graphs for the energy required to overcome drag at various speed. You can do your own math...but probably won't.
translation: "I couldn't possibly provide sources, because all the crap I'm writing is created in my own insane mind."
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I'm not sure about this. The drag force acting against the bike and the rider doesn't increase as the weight of the bike and rider increases. In fact it seems like the effect of wind resistance should be less for for a heavier bike, therefore have less of a slowing effect as a heavier bike and rider will be exerting a greater force against the air molecules than a lighter alternative (the mass of the air molecules is not affected). According to Newton's law the heavier object should have more of a tendency to maintain the same rate of motion than a lighter object, given the same force opposing the two objects. Of course the greater cross-sectional area of a fatter tire will tend to cause the bike to slow down.
Isn't this the same reason heavier cyclists can travel downhill faster? Acceleration due to gravity is the same no matter what the mass is. The forces exerted by the cyclists however are not the same, a heavier cyclist exerts a greater force against the air molecules and is slowed less by them.
Isn't this the same reason heavier cyclists can travel downhill faster? Acceleration due to gravity is the same no matter what the mass is. The forces exerted by the cyclists however are not the same, a heavier cyclist exerts a greater force against the air molecules and is slowed less by them.
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Exactly, an object that moves keeps moving forever unless it has an external force (drag). Its also harder to accelerate a heavier object to a given speed. Because cyclists are always slowed down by drag we must always 'accelerate' to keep a given speed (that's why we pedal). So heavier is harder.. because of drag.. not because it "displaces more air" (that's a question of volume) but because its harder to 'accelerate'.
When accelerating a massive body from rest, the force needed for accelerating is proportional to the mass being moved. When applying force to a moving body to counteract a resisting force and maintain constant velocity the force required is exactly equal to the resisting force. Unless the resisting for is dependent on mass (which air resistance is not) then force needed to maintain constant speed is also independent of mass. Air resistance is determined (mostly) by frontal cross-sectional area, and so we big fellows on upright bikes do still bear a bigger burden than are slender brethren riding in a nice tucked position, but it's not because of weight.
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No!!!!
When accelerating a massive body from rest, the force needed for accelerating is proportional to the mass being moved. When applying force to a moving body to counteract a resisting force and maintain constant velocity the force required is exactly equal to the resisting force. Unless the resisting for is dependent on mass (which air resistance is not) then force needed to maintain constant speed is also independent of mass. Air resistance is determined (mostly) by frontal cross-sectional area, and so we big fellows on upright bikes do still bear a bigger burden than are slender brethren riding in a nice tucked position, but it's not because of weight.
When accelerating a massive body from rest, the force needed for accelerating is proportional to the mass being moved. When applying force to a moving body to counteract a resisting force and maintain constant velocity the force required is exactly equal to the resisting force. Unless the resisting for is dependent on mass (which air resistance is not) then force needed to maintain constant speed is also independent of mass. Air resistance is determined (mostly) by frontal cross-sectional area, and so we big fellows on upright bikes do still bear a bigger burden than are slender brethren riding in a nice tucked position, but it's not because of weight.
I think it has to do with 'where' the weight is on the wheel (ie: you need to make the wheel turn, so you're playing against gravity?). Not that I haven't done any research on that part but I'll take a look. <-- nevermind
Last edited by DunderXIII; 10-17-14 at 12:09 PM.
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You should really pick a side and jump in to the pointless debate. It's fun.
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At the risk of having someone pointing out mistakes and making me feel stupid, here's my FBD:
Fp is the force exerted against the road surface as a result of pedaling, that's all your muscles.
I don't know enough about the various drag forces though to make a call on how mass affects it. I purposely left the force of drag vague. If the force of drag was negligible (which we know it isn't), more force would be required from pedaling in order to achieve the same rate of acceleration if there's more mass involved.
There you guys go. Work off of that.
Fp is the force exerted against the road surface as a result of pedaling, that's all your muscles.
I don't know enough about the various drag forces though to make a call on how mass affects it. I purposely left the force of drag vague. If the force of drag was negligible (which we know it isn't), more force would be required from pedaling in order to achieve the same rate of acceleration if there's more mass involved.
There you guys go. Work off of that.
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At the risk of having someone pointing out mistakes and making me feel stupid, here's my FBD:
Fp is the force exerted against the road surface as a result of pedaling, that's all your muscles.
I don't know enough about the various drag forces though to make a call on how mass affects it. I purposely left the force of drag vague. If the force of drag was negligible (which we know it isn't), more force would be required from pedaling in order to achieve the same rate of acceleration if there's more mass involved.
There you guys go. Work off of that.
Fp is the force exerted against the road surface as a result of pedaling, that's all your muscles.
I don't know enough about the various drag forces though to make a call on how mass affects it. I purposely left the force of drag vague. If the force of drag was negligible (which we know it isn't), more force would be required from pedaling in order to achieve the same rate of acceleration if there's more mass involved.
There you guys go. Work off of that.
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I believe this is the assigned text for this course: Bicycling Science: David Gordon Wilson: 9780262731546: Amazon.com: Books
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I have to admit, it took me much longer to make that FBD than it should have. I haven't done those in years. Also, I spent way too much time trying to decide if it was sin, cos, or tan... I was positive it was cos, then I realized I had shifted the axes...
Maybe I'll pick that book up for some light bed time reading.
I believe this is the assigned text for this course: Bicycling Science: David Gordon Wilson: 9780262731546: Amazon.com: Books