145 mm cranks

I am not sure what your background is, but for reference, I am an engineer who is well trained in Physics and do hand calculations daily. I know the Physics related to this very well (which is actually high school level). You might too, but some things you say lead me to think not.
When I shared what I experienced on my first ride with 160 mm cranks, it never occurred to me that observations would be so controversial. Actually it seems that one observation in particular, my top speed on that day seems to threaten the perceptions of all who may want to try shorter cranks. This is despite the fact that I provided an explanation of the possible reason for the lower speed and also the foundational equation (Power = Torque x Angular Velocity) governing that explanation.

My background...I was a double major in college; Mechanical Engineering and Philosophy. Not only was physics a core part of my studies, so was the study of reason and argument. During that time I also worked as a tutor of high school and freshman physics. All my students did very well. Today I work in the civil engineering field. Mainly I design forming and shoring. This requires that I have to calculate loads and pressures and do my work within industry standards or structures may fall and/or people may get hurt. I have to provide those calculations to civil authorities so clients can get approval for the work. I've also done other things in my working life such as software system testing, software development and database administration. All of which require an analytical approach.

[Sound of tape measure retracting] Incidentally, my background, your background, or anyone else's background has nothing to do with this discussion. In logical argument, stating one's qualifications to bolster an argument is a logical fallacy called "Appeal to Authority". It's considered a logical fallacy because an argument turns on the facts, not who is speaking them.

A guy walks into a bar. He's soaking wet. There's another guy sitting at the bar. He says to him, "Wow, it's really raining hard out there". The guy at the bar replies "No, it's not raining." The first guy says "Yes it is, coming down in sheets. I'm soaking wet!" The guy at the bar says, "No, it's not raining. Trust me. I'm a meteorologist. If it were raining I would know".

I put that example in the form of a joke, but it's not funny. Facts don't change based on one's declared expertise. Too many people think it does.

From my first defense of my observations, I left the door open to my explanation being flawed. I also gave the foundational equation for my explanation and how it was applied. I have yet to see any equations in response or convincing argument which shows my understanding of the equation is in error.

What seems to be at the heart of this disagreement is that you cannot conceive of me doing a top speed run which results in a loss of top speed. I've explained that it was probably due to not being able to make up the the additional cadence required to make the same power. Apparently, this is not satisfactory.

Whenever scientists do experimental studies, they do more than one trial run. This is because one run can not be conclusive. One needs more data. When the group of runs is aggregated, one can then look for trends which can be compared against the model being tested.

If my ride was part of labwork and it was compared against other runs, it could be that the one data point is an anomaly. My lab director would want an explanation of the anomalous data point. If I provided an explanation that was within the parameters of the science being studied, it would be satisfactory and we would all move on. I've done that for my 2mph speed loss. I've also stated that I don't care about the speed loss but also stated what I would do if I did. I don't know why you care more than I do. Any reasonable person here won't be dissuaded from trying short cranks because of my one test run. If they are reasonable, they'll read my explanation of it and then try it for themselves.

What do I say about the car analogy? [eyes measuring tape] Look, I also have a sports car and a motorcycle and I've been a motorsports enthusiast all of my life. From drag racing to NASCAR to world rally championship to formula 1 and MotoGP, I love it all and I'm well aware of the power curve of all kinds of engines and motors as well as their interaction with transmission systems. The analogy to people as engines is not ridiculous. That's exactly how a human is viewed in a human powered vehicle system. A person is an engine that turns a crank. From a physics point of view, one is only concerned about the power generated, not who or what is generating the power (horses maybe?...horsepower?).

Now with respect to gear calculators and speed...Let's make one right here. Let's turn a wheel with a circumference of one meter. That means in one revolution it will travel 1 meter. If I can get that wheel to spin 1 revolution in 1 second, it's speed will be 1 meter per second.

Now let's put that wheel in a drivetrain where the input crank makes one revolution and the connected wheel makes 2 revolutions. If I turn the input crank one revolution in one second the wheel undergoes 2 revolutions in the same time. Since the circumference of the wheel is 1 meter, the wheel travels 2 meters for every revolution of the crank or in this case travels 2 meters in one second. This is the speed of that wheel because speed is distance over time. I can plug in any ratio for the input crank and calculate the speed of the wheel. I can turn the crank at a rate other than 1 revolution per second and the speed of the wheel will change accordingly. Conversely, you can also spin that wheel at a certain speed and calculate how fast the input crank will be turning.

Yes, on a bike car or whatever, the wheel speed will be an estimate of actual speed. All the weight, friction, drag, etc. has to be taken into account. However, this estimate will be close. Also based on my example here, your assertion that "Gear calculators do not tell you your speeds" is not consistent with the math. I just demonstrated that here.

This is the last I will say about my one and only high speed run on 160 mm cranks. I assure you that after all of my explanations, no one will be mislead regarding my conclusions, so you can rest easy. I also apologize to all of you for boring you with my educational and professional background as it has absolutely nothing to do with riding a bicycle or short cranks. If by chance anyone reading this now has been discouraged from trying shorter cranks (and I know I might be just by the tedium of this subject), I encourage those people to go do your own testing. Go get some short cranks and ride your bicycle, for that is the point of having a bicycle. Go ride! Have fun! Reach your own conclusions and for goodness sakes, don't listen to people on internet forums.
 
There is no need to go through the formulas since we both have a good understanding of them. My reason for mentioning my background is because you kept throwing references to physics formulas like you just looked them up on the internet. I was just assuring you that I know the physics and don't need you to teach me physics. I was trying not to "brag" about my knowledge while you kept using big words like I had no idea.

I think the confusion to me came in your definition of top speed. Most people with a bike aimed at top speed have gearing that would put them at a cadence of 90-100 at the top speed they can produce (on flat road) for anything more a quick full power sprint. Mostly they will not be in the highest gear their bike has at that top speed, as they will have some extra top end to allow them to pedal down hills at higher speeds and also to support a short full power sprint. My V20 I can pedal up to 65-70kph at around 100-105 cadence, but I would not call that my top speed. That is what I can do down hill. I can also coast down another hill at 90kph but I am not pedalling and I would not call that my top speed. My top speed is around 45-50kph which I can do for a period of time at a power level I can hold for a period of time. I am not in the top gear when doing this.

I thought you had a similar definition of top speed to me, but it seems your bike has much shorter gearing, so you actually top out your cadence at top speed. In this case you have gone past peak power of the RPM band and you are probably having trouble syncing muscle recruitement to pedal a clean pedal cycle. If in this case you can go a little quicker with a longer crank (you are inefficient but have more leverage so might make a little more power), I can believe that. I think I was just a little confused that your test was not what I thought.

Anyway, I can accept your test results. I just did not understand what you were doing, so I apologise. I still think it you had more high speed oriented gearing which allow you to do peak cadence for long cranks at "top speed" in one gear and peak cadence for short cranks at "top speed" in another gear, that you will not notice any loss in speed with the shorted cranks. Shorter cranks does not change gearing as such, but the perception of the rider is that shorter cranks makes the gearing feel taller, and as a result you will need to ride different gear ratios at the same speed for maximum benefit.

I do disagree with gear calculators giving top speed. They just help you work out gearing that gets the cadence you need at the speeds you need them. After that it is about the power you produce against the drag. Otherwise anyone could grab Remco Evenepols TT bike and go as fast he has with the same gearing he has.
 
Just go ride guys....what works for one, doesnt necessarily for another. While you guys are debating the mechanics You are not taking into account individual body types and biomechanics. Again , just ride and find what works for you. This is like listening to a couple Phd's debating a problem and possible solutions at the university I work at. While they are busy debating, I just go out and fix whatever it is they are debating about ;)
 
I just want to make a quick statement about why I use math equations in explanations.

If I simply make a statement without support, it is an opinion. If I describe an experience, without corroboration, no one can say if it is true or false. In other words, if I or anyone else simply say something, there is no way to know if the information can be relied upon.

Using the mathematical equations which apply to whatever is being asserted, allows anyone to determine if what is being said is true, false, or otherwise in error. If I provide an equation to support something I am saying, the reader can verify that statement independently. The reader can then build upon that knowledge, knowing that anyone who understands the equations will be able to understand the principles about which they are speaking.

With this, the discussion only comes down to a few things; 1) Is the equation is wrong and does not describe what is being stated?, 2) Is the equation is correct, but the application is in error in some way?, 3) Is the equation is correct and the statement is supported?

What this does is take out all of the issues of personality in what is being stated. It also means that anyone can verify the statement as long as they understand the math. Finally, it becomes an independently verifiable basis of knowledge that can be built upon.

I'm sure everyone knows the saying "Show your work". That's what I'm doing when I employ equations. Right, wrong, or misguided, I put it out there to be examined. Likewise, when is see a statement which is governed by math yet goes unsupported, I remain open but skeptical. I need to see the work.

I'm going for a ride now. :)
 
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DavidCH

In thought; expanding the paradigm of traversity
The surprising thing for me, with smaller cranks , I've gone for smaller chain rings and faster cadence. Noticeably I prefer circular chainrings over ovals because the v20 feels smoother. There isn't much in it... my best speeds I have nearly beaten were on 165mm cranks but that hurt my knees and now I am knee pain free with smaller cranks. I think if I was more athletic as I was with the larger cranks then I would pip those PBs but not by much
 

Damien

Active Member
Does anyone know if Croder offers discounts for Black Week or Black Friday? The current price of the crankset is 350 euros. :/
 
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