Bike Myths We Wish Would Die
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Bike Myths We Wish Would Die:
How about the myth that people who use big words and argue on forums are actually intelligent.
How about the myth that people who use big words and argue on forums are actually intelligent.
#702
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...cool. If you can get Open AI to agree with him, it can get a like from tomato coupe .
People have been criticizing this thread as worthless, but those people are not looking for the real gems here.
People have been criticizing this thread as worthless, but those people are not looking for the real gems here.
You understand that I only posted the AI stuff because another guy said that his doing the same thing proved everyone else wrong? Point is that AI can be manipulated to give you whatever result you want.
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You are correct in your statement, but I think if you check it out, you'll find I recall this correctly. There are numerous references that a quick Google will provide for you.
“This means that dropping just 10 pounds per wheel with the addition of a lighter set of racing-oriented wheels would equate to a reduction of almost 120 pounds of sprung weight. In most drag racing instances, 100 pounds lost equates to a tenth of a second or one car length in the quarter-mile. It’s a small amount on paper, but it adds up if you’re racing competitively.”
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#706
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...I honestly do not understand what you're going on about. Someone told me my analogy was "about two very different things". How do I most directly explain the error of that, without referencing the definition of an analogy ?
....I've never claimed to be "above the fray". I just have other stuff to do. Here's the same thought from PeteHski , in his learning thread.
Go say something mean to him, now. Maybe it will work better on him than it does on me.
....I've never claimed to be "above the fray". I just have other stuff to do. Here's the same thought from PeteHski , in his learning thread.
Go say something mean to him, now. Maybe it will work better on him than it does on me.
Considering that you ignored the whole pointing out a similarity between otherwise dissimilar things part of the definition, you obviously didn't post the definition for any legitimate reason. I was going to post that HTupolev had actually correctly posted that your analogy didn't work because the supposed similarity (y'know, the part that makes it an analogy rather than just a comparison) wasn't at all similar, but I see he beat me to it, and said it far better than I could have. Either you didn't actually read the definition yourself, or you were being disingenuous. Or maybe you really don't know what an analogy is.
The "I have other things to do" is not something I took exception to. It's the car wreck nonsense, where you denigrated the people you have been yammering at endlessly. PeteHski didn't say anything resembling your crack about the car wreck, and I notice you don't refer to the car wreck thing at all in this refutation of me. So, let's figure it out--according to you, it's not mean when you tell a bunch of people that they are a car wreck, but it's mean when I do it to you? Stop being a hypocrite.
Oh, btw, you've posted way too much on this stupid topic for anyone to believe you really do have other stuff to do.
Last edited by livedarklions; 02-23-23 at 07:34 PM.
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#707
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#708
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...so rotating mass was never a topic in the car world, back in the '50's and '60's ? OK. If you really want to argue about that simple statement (the origin of the concept as coming from the road bike contingent), you'll need to start another thread. Do me a favor and start it in the road forum, so it can take on a life of its own.
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You appear to be fully involved in this "discussion" now, and considering the fact that you came late to the party, I guess you have nothing else to do.
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#711
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I'm not saying that it's a poor analogy because there isn't mathematical equivalence between the things being analogized. I think it's a poor analogy because I don't think that the attributes being analogized are good analogs in the context of the discussion.
Your analogy supposes that ignoring a physical contribution on the basis of magnitude is to bicycle performance analysis as taking the limit as the delta approaches zero is to calculus. And I just don't see this as a useful way to explain one side of the analogy or the other: the former is a judgement of importance within its context, while the latter is simply methodological. You're not taking the limit as dx->0 because the error in the un-limited slope or reimann sum or whatever formula is a low-importance component of the underlying problem, you're doing it because the error only exists in the first place as an artifact of how you're performing the solution.
Your analogy supposes that ignoring a physical contribution on the basis of magnitude is to bicycle performance analysis as taking the limit as the delta approaches zero is to calculus. And I just don't see this as a useful way to explain one side of the analogy or the other: the former is a judgement of importance within its context, while the latter is simply methodological. You're not taking the limit as dx->0 because the error in the un-limited slope or reimann sum or whatever formula is a low-importance component of the underlying problem, you're doing it because the error only exists in the first place as an artifact of how you're performing the solution.
I'm not offended by your insistence on mathematical exactitude, just puzzled as to why, in this case, an offhand loose analogy to ignoring small quantities triggers it.
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#713
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I would reference some quote from the history of how early mathematicians first came to the idea, but livedarklions will just be offended that I called your attention to such an obvious and well known point.
I'm actually genuinely unsure of which quote you'd point to. The first thing that comes to mind might be something like Euler's comment about infinitely small quantities, but it wouldn't address my objection. Or is there something more Euclidean and geometric that you'd go for? There's a lot of vibrant proto-calculus there, but I'm admittedly not very familiar with that realm of mathematics.
Once more, I have not, and did not, propose this as some sort of "solution" to the problem of ignoring small quantities in road bike wheel performance. And to suggest that I have done so is, at the very least, misleading.
I'm not offended by your insistence on mathematical exactitude
//============================
...Maybe the problem here is that we're talking around each other. Frankly it's not totally clear to me what you were visualizing when you suggested your plot with two lines. What two specific cases are the two lines representing, and what are the axes?
Last edited by HTupolev; 02-23-23 at 09:18 PM.
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//============================
...Maybe the problem here is that we're talking around each other. Frankly it's not totally clear to me what you were visualizing when you suggested your plot with two lines. What two specific cases are the two lines representing, and what are the axes?
...given the simplified expression of the weight added to the frame of the bicycle increasing at a value of 1, while the corresponding same weight added to the wheels increases at a value of 1.85. in terms of required force for acceleration. (AFAIK, this was the last time anyone here agreed on much, and it was only briefly), It seems like a simple graph of two divergent lines on a simple positive x,y axis is adequate to represent this idea. One line has a run of 1 and a rise of 1 (weight added to the frame). The other has a run of 1 and a rise of 1.85 (weight added to the wheels.)
At the lower end, most of the existing competition road wheelsets appear somewhere. Farther along, are heavier wheels currently available, like 29er wheels with fat tires. Even farther along are older bike wheels, still hanging around, but usually only appearing on older bikes from the 1950's, some of which have steel wheel rims. Somewhere on the graph of these two lines is a point where the distance between them becomes so noticeable that it becomes undeniable. I don't know where that point is.
But I do have some idea that the reason all those competition road wheels are within the small range in which they sit, is because the makers of them have some idea about how few would be used, were they to exceed that practical limit.
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It's the car wreck nonsense, where you denigrated the people you have been yammering at endlessly. PeteHski didn't say anything resembling your crack about the car wreck, and I notice you don't refer to the car wreck thing at all in this refutation of me. So, let's figure it out--according to you, it's not mean when you tell a bunch of people that they are a car wreck, but it's mean when I do it to you? Stop being a hypocrite.
.
.
...I guess I have never seen you on a tear before livedarklions . I don't normally hang out here in general much. I know that any advice I give you to chill, and take a few deep breaths, will only further incur your righteous wrath. But really, I can assure you I am not worth all this indignation.
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Yes, AI is really where I go to get to logical conclusions--like this one:
....
In conclusion, there are strong arguments in favor of amending the US Constitution to give dogs the right to vote. Dogs are sentient beings who deserve to have a say in the decisions that affect their lives, and granting them the right to vote would help to ensure that their interests are taken into consideration in the political process.
....
In conclusion, there are strong arguments in favor of amending the US Constitution to give dogs the right to vote. Dogs are sentient beings who deserve to have a say in the decisions that affect their lives, and granting them the right to vote would help to ensure that their interests are taken into consideration in the political process.
Q: Is there any case to be made for allowing dogs to vote in the United States?
A:No, there is no case to be made for allowing dogs to vote in the United States.
Voting is a right and responsibility that is reserved for human citizens who are able to understand and make informed decisions about the candidates and issues at hand. Dogs, as much as we love them, lack the cognitive abilities to comprehend and participate in the voting process.
Furthermore, allowing animals to vote would open up a whole host of logistical and ethical issues. For example, how would we determine which dogs are eligible to vote? How would we ensure that their votes are not influenced by their owners or other external factors? It would also raise questions about the value and representation of animal interests in society.
In short, while we cherish our furry companions, they are not eligible to participate in the democratic process. Voting is a privilege reserved for human citizens who are able to understand and make informed decisions.
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#718
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Thanks for repeating that quote. It's been driving me nuts trying to remember where that came from. The google, not my memory, provided the answer. It was Jobst Brandt in his great book, The Bicycle Wheel. He based the unusual statement on the fact that only the bottom spokes noticeably change tension as the wheel goes around. He said that well, they are compressed, which technically is not true, they just suffer a slight change in tension. But he was a stubborn guy and wouldn't take it back. He was also wrong about exactly what happens down there. On a trad shallow rim, the bottom spoke or two do have a slight loss in tension. However to keep the wheel balanced, the spokes on either side of the detensioned spokes have a slightly increased tension.
Here's some more on that from 2018: Jobst Brandt "The Bicycle Wheel"
Here's some more on that from 2018: Jobst Brandt "The Bicycle Wheel"
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I guess if you think feeling every ripple, crack, and pebble under your tire is a great ride, you’re right. Yet - if you are right - the mechanics who put together the bikes for the fastest and highest paid racers in the world are choosing to handicap their riders with wider tires at lower pressures. Why would they do that?
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"Swedish fish. They're protein shaped." - livedarklions
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Of course the wheel is not supported by the bottom spokes only. Without the rest of the spokes, the bottom ones would have no tension. Standing, in this case, means that the spokes at the bottom are the ones that change stress; they are being shortened and respond structurally as rigid columns. They are rigid as long as they remain tensioned.”
— Brandt, J., The Bicycle Wheel
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Thanks for repeating that quote. It's been driving me nuts trying to remember where that came from. The google, not my memory, provided the answer. It was Jobst Brandt in his great book, The Bicycle Wheel. He based the unusual statement on the fact that only the bottom spokes noticeably change tension as the wheel goes around. He said that well, they are compressed, which technically is not true, they just suffer a slight change in tension. But he was a stubborn guy and wouldn't take it back. He was also wrong about exactly what happens down there. On a trad shallow rim, the bottom spoke or two do have a slight loss in tension. However to keep the wheel balanced, the spokes on either side of the detensioned spokes have a slightly increased tension.
Here's some more on that from 2018: Jobst Brandt "The Bicycle Wheel"
Here's some more on that from 2018: Jobst Brandt "The Bicycle Wheel"
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...so rotating mass was never a topic in the car world, back in the '50's and '60's ? OK. If you really want to argue about that simple statement (the origin of the concept as coming from the road bike contingent), you'll need to start another thread. Do me a favor and start it in the road forum, so it can take on a life of its own.
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\
At the lower end, most of the existing competition road wheelsets appear somewhere. Farther along, are heavier wheels currently available, like 29er wheels with fat tires. Even farther along are older bike wheels, still hanging around, but usually only appearing on older bikes from the 1950's, some of which have steel wheel rims. Somewhere on the graph of these two lines is a point where the distance between them becomes so noticeable that it becomes undeniable. I don't know where that point is.
At the lower end, most of the existing competition road wheelsets appear somewhere. Farther along, are heavier wheels currently available, like 29er wheels with fat tires. Even farther along are older bike wheels, still hanging around, but usually only appearing on older bikes from the 1950's, some of which have steel wheel rims. Somewhere on the graph of these two lines is a point where the distance between them becomes so noticeable that it becomes undeniable. I don't know where that point is.
#725
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Rotational inertia is often discussed in motorsport, which is why I'm familiar with it. In the bike world its importance is often grossly overstated (Ladies and Gentlemen, I give you Jeff Neese) and hence the popular myth surrounding it.