devashish_paul wrote:
Hey Tom, can you confirm that I have the formula for "wattage drift correct"
- Delta "wattage" = Delta (Zero offset Units) x (1/32) N-m x 0.17m x RPM
(I put 0.17 m for my crank arm length, others would have to put in their crank arm length).
Is this correct?
On my ride today I experienced a temperature fluctuation of 14C, and had drift of 47 zero offset units from start to end of ride (I forgot to back pedal). According to this the drift would be 21W, which was in line with my perceived exertion. I'm really excited about the ability to just pedal backwards and re calibrate on the fly. I just totally forgot about this feature coming from "SRM land" and where I live mornings are much cooler than mid/late ride on weekend long rides.
Anyway, good maiden flight on the Elsa.
Dev
Nope. First off, you need to input the rotational velocity of the crank in radians/sec, not rpm. Multiply the rpm value by (2*pi rad/rev) / (60s/min) and use that.
Also, since you're dealing with a torque already, you don't need the crankarm length.
What was your average cadence? If I assume it was 90 rpm, here's how you figure out the power difference:
Power = Torque x Angular Velocity = (47/32 N-m) x (90 rpm x (2 x pi /60)) = 14W
If your average cadence was lower, then the power difference was lower as well.
Make sure you do some "standing start" type efforts on your first few rides and you should see much lower offset changes going forward, even with large temp changes.
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