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Bike Test: Virtual Power or Heart Rate

I'm scheduled to take a bike test tomorrow as I finish off the Get Faster Plan. I've traditionally tested using the HR method, but I've recently started using Trainer Road and its virtual power meter for my workouts.

I anticipate training indoors for 80-90% of HIM Cali (next month) and 70--80% for IMCDA in June.  But when I race I won't have a power meter - so my question is:  Should I test using the HR or the virtual power meter?  I am leaning toward the virtual power meter b/c I feel like it improves the quality of my bike workouts...but I just wanted to throw it out there for any additional wisdom.

Thanks

- DPL

Comments

  • Test with power, absolutely, especially if your interval sessions will be indoors on a trainer. It will make your workouts more effective, regardless of whether or not you'll intend to race with power. 

  • Rich, not sure if you saw the part about virtual power.

    Virtual power numbers are rarely close to reality and often 20% off to a real power meter.

    It could still be a valuable training tool assuming the numbers are consistent and reliable from workout to workout... which I'm very skeptical about.

     

  • Yes, I saw that. As long as the numbers are consistent from session to session, then this would be good. If not consistent, then I'm wondering what all the hype is about re TR .

    Sorry, I don't have an experience with TR so no idea how consistent the watts are from session to session, what, if any, pre-race calibration procedures are required, etc. 

  • I used TR and virtual power for a few months. The numbers were consistent and reliable for training, but they are much higher than my powertap. I was very careful to keep tire pressure and flywheel tension consistent. I definitely recommend virtual power, just don't get too attached to the power number and w/kg ratio!
  • I'd say use (and measure both).  I was briefly in limbo with TR and HR for the bike.  I'd use TR FTP-based goals for my trainer workouts, but use the HR ranges I saw during those intervals to guide my HR ranges for outdoors (Z2, Z3, etc.).  So, get your avg HR from your FTP test, and then ignore it indoors, but use it outdoors (otherwise outdoors you have nothing but RPE).

    Just my $0.02

  • David - are you referring to TrainerRoad? If not, is whatever you are using consistent in its power display?

    Assuming the answer to either question is YES, then I agree that it makes a bunch of sense to do the power test while recording your HR. You can then train with the power numbers and start accumulating data as to your "X amount of power = Y heart rate" which will give you a good starting point for effort when you ride outside. You will find that a number of factors influence your heart rate. I find that if I don't have all my fans going full-blast, my HR indoors will be a number of beats higher than when outdoors, solely due to the cooling effect of moving at 20mph.
  • If your trainer is reproducible on the tension (like a flip lever or some other way that you can tell exactly how much you push it into the tire) and you can fill your tire to the same pressure, the virtual power should be pretty reproducible.
  • I really appreciate the feedback.  This was my first EN bike test using any type of power.  When I started using TrainerRoad about three weeks ago I did their initial 20 minute test to create a baseline (http://www.trainerroad.com/cycling/...inute-Test) - that set my FTP at 265.  I've had three good weeks of workouts on the trainer using the virtual power (which has definitely increased the quality of my workouts). 

    I generally try to reproduce the same settings (tire pressure at 117 PSI + 4 full turns on the KK trainer)....I'm sure there is some variance but I have to think it's statistically insignificant. 

    Here is this morning's test results (http://www.trainerroad.com/cycling/...min-20-min).  When I plugged the numbers from the 20 minute test portion of this ride into the EN zone calculator it bumped my FTP from 265 to 270 - so I guess that's a good thing.

    You can see that I went out a little too aggressive on the 5 minute Vo2 max test...the first minute was great and the reality of 4 more minutes set it.  One question I have related to the Vo2 test is what am I supposed to do with this data?  There's no spot to key in any info from that part of the test.

    Thanks again!  I definitely am starting to see the overwhelming benefit to training with power.  My next major purchase will be a tri-bike (I ride on a Felt road bike right now)...and then a power meter seems like the next most useful purchase. 

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

  • Here is this morning's test results (http://www.trainerroad.com/cycling/...min-20-min).  When I plugged the numbers from the 20 minute test portion of this ride into the EN zone calculator it bumped my FTP from 265 to 270 - so I guess that's a good thing.

    Oops...bad link for this morning's workout - here is the link: http://www.trainerroad.com/cycling/...min-20-min  
  • Good job David.  Now you can look at what your avg HR was for the FTP test 20min segment, and plug that into the calculator thingy....it will give you your HR zones for longer rides, etc., for outside. 
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