Race Rehearsal - Bike Portion on Trainer (Feedback requested)
First - I'm sure this has to have been covered before but I tried searching but had some difficulties with the search functionality.
Okay....so I'm scheduled for a RR this weekend for HIM Cali - which is in a couple of weeks. The weather in Dallas does not look like it will be cooperating so I'm thinking about doing the bike portion on the trainer. I'm bummed about this because I haven't spent much time outdoors so I feel like I don't have a good sense for what my goal time should be for the race. My first HIM (last October) had me off the bike in about 2:50 which I felt good about (i.e. my run turned out better than I expected - viz. the whole you don't have a good bike split without a good run). I'm pretty sure I'm in a better fitness spot than I was last October...but with all my training done inside and the whole MPH thing not really being super relevant I don't have a good feel for how I could expect to perform - which I was hoping to get from this RR. When I do my longer rides on the trainer I'm averaging a little over 18 MPH (again...not sure how valuable that metric is on the trainer) - I sure hope I'm faster than that when I'm on the road during the race.
So - here are a couple of questions.
- Suggestions on the best way to do a RR on the trainer
- If I ignore the speed/MPH then how long should I go? 2:50? 3 hours? Longer?
As usual I really appreciate any feedback!
Comments
1) Sign up for best bike split, (http://www.bestbikesplit.com/) and enter all the data and get your Oceanside prediction
2) You can then export the power profile for the race
3) Iimport it into TrainerRoad.
I think they have YouTube videos on best bike split about how to do this.
You would then in theory be simulating the actual Oceanside course. Your power will be a bit higher when climbing hills and a bit lower when descending.
Here is my power plan for Oceanside generated by best bike split:
http://www.bestbikesplit.com/public-race?r=2385
You could also use best bike split to estimate your Oceanside time and then do your RR for that amount of time and try to nail the power target you are shooting for, 80% of FTP or whatever.
@Peter, I did the same last weekend for FL 70.3, based on my garmin file from the 2012 race. But I have not gotten around to actually riding it on the trainer, and hopefully the weather will get better so I dont have to.
@David. I feel the same way about my bike right now. Don't have a good sense of what I am capable of doing outside, because been on the trainer for so long. For RR1, I went 2.5 hours, which I have also been doing for the saturday long rides. Next week is RR2 for me, and if I have to do it on the trainer again, I will try for 2:45 -3 hours. Mentally it begins getting tougher after 2 hours and I hit a mental wall at 2:30.
Okay....so I did the whole BestBikeSplit.com thing and it gave me an estimated time of 2:29 - which I think feels way too fast - here is the public link - bestbikesplit.com/public-race?r=3628
All things being equal, that would be a 20 minute improvement from Austin and while I feel confident that I'm in a better fitness position I don't have confidence that I could hit that number...OR maybe I could but just don't know. I know that the indoor rides have increased the quality of my workouts - no doubt about that. Has anyone in the haus used the BBS to mimic a course?
It was also ridiculously easy to dump it into trainer road....literally download a tiny text file and then drag it into the TR Workout Creator app. That was it....took 30 seconds.What is the weather looking like for next week? I would say that you are better off delaying the RR one week if it is a matter of doing it outside vs. inside. If you are doing it inside and not using power, then you are looking to really dial in your RPE for those 56 miles so that you can still run well off the bike.
So my RR is in the books. As predicted the afternoon weather was not great yesterday in Dallas so I ended up doing the bike on the trainer and running in the rain.
For the bike I did a modified Best Bike Split. As I mentioned earlier the BBS had me off the bike in 2:35 which feels about 10 minutes faster than I hope to ride. So...I took the BBS file, imported it into TrainerRoad and then tacked on a 25 minute block at 83% FTP - that took me to right at 3 hours and finishing at exactly 56 miles. I took the last 5 minutes and just spun a bit to get my legs ready to run.
The run went pretty good - I actually enjoyed the rain as it cooled me off. Per the EN guidelines I was supposed to run the miles 1-3 at 8:10 per mile and miles 4-6 at 7:40 per mile. I struggled to get my first three slow enough.
Actual times were:
I finished the RR both encouraged by the fact that I felt pretty good coming off the bike but also a little unsure of how to translate this into race day execution. My average HR on this RR bike ride was 137 and for comparison, when I did Austin 70.3 last October my average HR was 144. In terms of my RPE - I felt pretty good throughout the RR & my nutrition went pretty well - though I'll need to make sure I'm a little more thoughtful during race day.
I welcome any thoughts or feedback on this as well as any guidance on translating from virtual power to HR during a race.
Thanks!
And as a shameless dad plug - three of my kiddos had their first triathlon of the season yesterday - super proud of their effort & enthusiasm. This was also the reason that the RR had to wait until the afternoon!
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