acoggan said:In theory (i.e., from a mathematical perspective), normalized power should always be at least equal to, if not greater than, average power. Due to the use of a 30 s rolling average, however, on short efforts it is possible for normalized power to be slightly less than average power. I wouldn't recommend putting too much stock in normalized power during such short efforts in the first place, though, so I don't think it is worth losing any sleep over.
Nothing earth-shattering from me as usual but I think I see why CPS often reports lower NP than AP for short(ish) intervals.
If we consider a pure square-wave interval, say 450Wx5min ON and 200W.
Clearly AP over the ON period is 450W. But when we consider the effect of the 30-sec RA, it takes 30-sec (or 24 std. PT samples) for instantaneous NP to reach 450. It's then 450W for the rest of the interval .... no problem.
Averaging NP (taking P(t)^4, then ^1/4 of the average) over the same 5-min period, we catch the 30-sec ramp from 200W to 450W, then 4.5min at 450W, but none of the carry-on effect of that 450W effort on the rest period NP.
Or for my example, NP= 442.7W versus AP=450W.
I believe this is the problem. Not that it's a big one -- just for intervals where 30 seconds is an appreciable percentage of the duration.
On the road, I suspect normal power variation masks this effect such that NP is nearly always higher than AP but not as high as it 'should' be.
Am I off-base here?
rmur