After reading a lot of the discussion about Power Cranks, I wanted to “add” my thoughts. I do not own a set of these cranks, and don’t think I could justify the cost. OK I can justify the cost…I wont be able to justify the cost to my “accountant”
I hope that my thoughts on this come across clearly, since I know I will be flamed by some of you.
Let us start by dissecting pedaling with the approach of simple mechanics. Lets just say that the leg can apply a downward force to the pedals. Surely the leg cannot apply a steady even vertical force to the pedals. This force is not purely on/off. I’m sure one the physiologist will state this to be correct. The force (per leg) is thus applied in a wave form. Per revolution of the cranks the force is applied during the rotation of 0 - 180 degrees with maximum applied at 90 degrees, and 0 force applied from 80 - 360 degrees (lets for the moment pretend that the back leg is not “resting” on the pedal). Agreed?
The force is applied downward, and as such the crankarm leverage is not constant, with respect to this force. The effective crankarm length changes with a sine wave form. At 0 degrees (12:00) the effective crankarm length is 0, and at 90 degrees (3:00) the effective crankarm length is the full length of the arm. Surely we can all agree on this as well.
If we apply the leg force to the effective crankarm length, the resulting torque to the Bottom Bracket (BB) is an amplified wave form. The peak torque occurring (hopefully) at 90 degrees. Simple physics and math. Lets not split the hairs, in principal this is the mechanics agreed?
Now lets map this out. We have 0 - 90 degrees with increasing torque being applied to the BB. 90 - 180 has decreasing torque being applied to the BB. 270 - 360 has no torque being applied. This is due to the torque as applied by a single leg with downward effort only. Surely, we can agree that this would be the result.
With applying “only” a downward effort, during 50% of the rotation no torque is being applied. What we end up with is basically only the positive portion of a sine wave.
Now lets say that you can produce 200 watts while pedaling. You gather this information by using a Power Tap, Computrainer, or any other of the methods available. This power measurement is an RMS rating. (kill me since I forgot what RMS actually stands for). Simply put, it is the average power output. Your actual power output is not constant. It is a pulsing wave form (see the lengthy discussion above).
Now someone with more up to date math skills. Since we are discussing a single leg right now lets take half of that - 100 watts. How much PEAK power is required to produce 100 watts RMS with the wave form as discussed? Sum of the area under the curve divided by time if my memory is still good. Half of the time in this wave form has no power being produced. So could one of the more “schooled” ones out there run the numbers for us. How much would the PEAK force be to produce 100 watts RMS verses what tangential force would be required (to keep the torque constant throughout the rotation) to also produce 100 watts RMS?
The inclusion of both legs will yield the summation of both resulting power curves, and the resultant curve will still be pulsing. I agree that the difference between the PEAK power and the RMS power will be lessened. But do you want to go back to the beginning of the discussion and look at the power value for the 180 - 270 degrees. I had this at 0. Any resistance due to this leg increases the amplitude between the positive PEAK and the overall RMS power rating.
The benefit of the Power Cranks may simply be that it requires a more constant power output. The PEAK value may not change using PC’s but the valleys would. These points would be higher on the power curve. This then manifests itself in improved RMS power.
Doesn’t that trainer make that whir whir whir sound when you ride? Why do think that is? The PC’ers have consistently stated that their trainers now have a wwwwhhhhhhiiiiiirrrrrrrrrr sound. Lets see, one is a pulsing sound the other is more smooth/even sound.
I’'ve written too much already. I will gether up my flame suit and prepare for the replies…