Thanks for the Normalized power info. I did look for it but the web sites I found were rather vague. I wonder if the formula is emperical or if there is some theoretical reason that it is the 4th power. I assume they are taking 4th power of the power-- which would translate to the 7th power of the velocity on the erg!Orc wrote: power on the bike jumps all over the place, especially outdoors. but I think if you had a detailed (certainly if data were fractions of a second, but even stroke by stroke) plot of wattage from an erg, it would be significantly more variable than when you look at splits/500m.
btw- I bike and row, and I am curious what the relationship is between erg and bike power, but not so curious that I actually have done any erg testing! I do all out power efforts of various durations all the time, since I mostly bike race these days.
marc
I remember reading somewhere that someone measured the power into the erg with strain gauges on the chain, and determined that the true power applied is about 25W more then the monitor reading. This is in addition to the wasted energy moving up and down the slide, and the intermittent nature of the rowing stroke.
This link:
(http://www-atm.physics.ox.ac.uk/rowing/ ... #section13
estimates 37.5W moving the rower up and down the slide for a 75 Kg person rowing at 30 spm.
ErgMonitor software saves the power output from each stroke, so one can use it to monitor stoke by stroke variations. For a steady state effort, the variation in power between efforts is small compared to a bike.
I would guess that the normalized power formula would be more or less accurate for the erg also. It could provide an estimate to evaluate the
penalty of uneven splits. I'll run some calculations and post a follow up on this.
One of the tricky things about hilly bicycle time trials is the strategy of how hard to go when the terrain varies. These are the only bike races I've done in the last few years, so I have an interest in knowing in it.
On downhills a large increase in power makes a very small change in speed. On the flats the power is more or less proportional to the speed cubed, but on a steep uphill the power is proportional to the speed. One could use the formulas for normalize power, and for the formulas (found on the web) for power vs speed over varying conditions, to get a good idea for the optimal strategy for a given course.
I had an argument with someone about this after a time trial last year. He thought he should keep constant heart rate uphill and down. I'm sure he would have given my opinion more weight if I beat him but I can't.