Trainer Failing?
So, My new pain cave is actually a pain shack out behind my rented house with no HVAC. It is not unusual for it to be in the 20's indoors when I start my 5AM rides some days. I have noticed that the resistance of my cyclops fluid trainer tends to vary during the warmup to the degree that I often have to change gears several times to keep my power output stable. Once we get warmed up, I have had no trouble. My question is this: is it just the cold of my fluid trainer as it warms up or is this a sign that i may need a new trainer soon. FYI, mine is the old black framed one so it has several thousand miles on it.
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Interesting followup : This AM, it was 24 degrees in the pain cave. I started my workout (as always) by zeroing my powermeter and then did the first interval. I could not keep it above the goal and I was going as hard as I could on the second highest gear (way higher than I have ever had to gear up). I re-zeroed the powermeter in the recovery interval and the second interval was significantly higher power while staying in the middle of my gearpack about 2 gears lower. Does anyone have any experience with temp affecting the zeroing of powermeters?
Note the higher HR for essentially the entire first interval. My speed was also higher for the first interval. Weird.
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
The issue could just as easily be your power meter. Strain gauges used to measure power in many systems (e.g., SRM, PowerTap) consist of a metallic foil... to quote from an early (2003) article on power meters:
"The strain gages that SRM uses are nothing more than a piece of foil embedded in a plastic carrier. The resistance of the foil element changes depending on how much it is stretched/strained. The strain gages unique characteristic of changing resistance under strain is what allows the mechanical deflections that naturally occur in the structure to be converted into an electrical voltage signal.
There are several fundamental sources of error that must be mentioned when using strain gages. These include temperature effects, strain field assumptions, and orientation of the gages/transverse sensitivity. Since the underlying structure will deform with a change in temperature, the strain gages will also sense these changes. Therefore, there may be a drift in the zero torque point depending on how warm or cool it is outside. Through clever design and increasing the total number of gages, it is possible to auto-correct these effects and minimize their impact on the final magnitude of the measured value. No system is perfect at accomplishing zero temperature sensitivity and this is perhaps one of the reasons why SRM recommends that the zero point be determined prior to every ride."
I'm not an engineer, nor do I play one on the EN forums, so I just accept the above at face value. I will note that my Kickr (which had a power meter in its "hub") always tells me the temperature as part of the calibration process, Interestingly, if I leave my Kickr outside, and calibrate right away, the temp is low, say, 13C. If I calibrate after riding outside in 45F temp,, the Kickr shows 20C as part of the calibration.
So, yeah, your power meter may be getting different readings, depending on the temperature of the gauges, which will go up after 10-15 minutes of riding, from the ambient air temp. And that may explain the other things you are seeing?