In trying to do some cost/benefit work I realized I'm confused about the whole grams of drag, watts, time saved calculation thing. I've read often that to get a rough estimate of time saved with specific aero gear (helmet/wheels, etc) you could use the following logic: 100 grams of drag saved = 10 watts saved = 1 sec/km saved (correct me if i'm grossly wrong). So lets just say that a brand spanking new set of race wheels would free me from 200 grams of drag as compared to a training wheel, saving 2 sec/km or 360 seconds (roughly) over the course of an Ironman. Now, as I understand it, this logic assumes you're traveling somewhere on the order of 25 (or maybe it was 30?) mph. My question is: if I'm traveling 15 or 20mph instead of 25 over the same distance would this same race wheel save me more or less than 360 seconds?
Originally I thought it would save me less time since as I'm traveling at a lower speed the 'aero' benefit is less dramatic (rudimentary logic is that it's exponentially more difficult to travel through wind at higher speed vs. lower speed, so i'm getting less benefit of aero gear at a lower speed). However, if I'm going 20mph instead of 25mph then I'm on the course for longer so even a diminished aero benefit might save me MORE time since the diminished benefit occurs over a longer period of time. Maybe these two factors offset each other, and the above rule of thumb applies to most speeds (roughly)? Anyone that can help clarify?
Originally I thought it would save me less time since as I'm traveling at a lower speed the 'aero' benefit is less dramatic (rudimentary logic is that it's exponentially more difficult to travel through wind at higher speed vs. lower speed, so i'm getting less benefit of aero gear at a lower speed). However, if I'm going 20mph instead of 25mph then I'm on the course for longer so even a diminished aero benefit might save me MORE time since the diminished benefit occurs over a longer period of time. Maybe these two factors offset each other, and the above rule of thumb applies to most speeds (roughly)? Anyone that can help clarify?