Subject: Using power to calculate gearingI was fooling around with analyticcycling.com to help me figure out gearing choices for IMLP next summer. If my lowest gear is 39x25 at a cadence of 75 (I prefer to spin at 100 but trying to do the calculations with the low-end for the steepest hills ), the resulting speed is 9.1 mph. I used the Speed for Given Power calculator to figure out how many watts are required to climb an 8% grade, which I think is the steepest on IMLP. I used the default .5 effective frontal area and drag coefficient. I changed the weight to 86 kg for me, my bike and accessories. I've never used a power meter but entered 160 watts for running the calculations at 0% grade. The resulting speed is 21.1 mph. If I change the grade to 8%, I need to increase the power to 300.2 watts to climb an 8% grade without slowing below 9.1 mph (or 75 rpm at 39x25 ). If I switched to a compact with 34x25 gearing at 75 rpm, the required power to maintain 75 rpm at 8 mph decreases to 259 watts, but still well above the 160 watts I'd prefer to average. To maintain 160 watts at 75 rpm, I'd have to average 5.0 mph, which would require a 30x34 gear, which is almost beyond granny gear territory. So I guess there's no way to maintain constant power and still get up an 8% grade on a normally geared road bike. On the plus side, at a 4% grade, I'd be in my 39x25 cruising up at 160 watts at 9.1 mph waving as everyone passes me, knowing I'll catch them on the run after they bonk. |