Home Racing Forum 🏎

Coach P's IM Kona Race Plan

 

 

This is my second IM of they year and I am definitely more chill about it; many thanks to you for helping me through the first version. Here in round two, my focus in on applying my fitness and race-fu to the Kona Course and conditions. My fitness is pretty high, and I am pumped about that. Still about 3lbs heavier than I'd like at 179, but it is what it is. Haven't really tested the run legs post Placid, so that will be interesting.

 

The Swim -- Non-wetsuit, but I already did one of those this year and that wasn't in salt water! image Seriously though, I have put in a bit more time in the pool and a recent stroke change has cut about 7 seconds per 100 off my swim. That said, it remains to be seen if I can hold that over 2.4 miles. I am determined to line up a bit wide to the left, after 3 years of getting stuck in the surfboards at Kona. And I'll be taking it out slightly harder for the first 500 (again, I have trained this) to get in a better spot overall.

 

T1 -- Clean and simple. Helmet and salt pills will be in the bag. Everything else is on the bike, including arm coolers, sunglasses, etc. 

 

The Bike -- I am running my P3 with a Joule and Zip 808s. Torpedo bottle mount with a dual rear bottle hydration system, no downtube bottle. Have the fancy wheels and latex tubes, will run them at about 140 psi (anyone think there'll be problems on the pier in the heat? tires say they go to 220 psi) and combined with my aero helmet I should be good. Nutrition will be 100% infinIT; I have tried it without mixing in Gels,etc, since Placid and it's awesome. Concentration no longer a factor. 

 

The pacing plan is to chill the first 10 miles of admin time and get into my gear and a good place on the bike. By the time I get up to the Queen K, I should be ready to go. I will ride about 235w right out of the gate (IF of .73) and will sit on this for most of the ride with room for a little bump up in the last hour if I feel good. I am pushing a bit early b/c miles 10-25/30 are very fast with a tailwind, and I plan to get in a good group to get to Kuwaihae (sp?) probably 10' faster than if I had ridden solo. Climb to Hawi will be smart and steady, then time to grind it out on the way back. Aero position (17 cm drop, slightly tilted up aerobars and tighter elbows) and absolute watts will help me with the headwind on the return.

 

Time is so suspect on this course with conditions being so variable, but I have gone 5:14 here and would like to better that with an improved VI, slightly higher FTP, and increased knowledge of the course. Arm coolers will be soaked all day, double bottle mount in rear to keep up with massive hydration demands.

 

T2 -- A quick change over to run mode, includes hat, newtons, fuelbelt, neck cooler.

 

The Run --  I will be doing things a bit differently this year on the run. My best in Kona was a 3:31? in 09, and it was a steady run. I faded at the end a bit, but found it was simply increased time at each aid station that really ate up my run. I will be monitoring that closely this year as best I can. To combat the heat, I will be running a trucker hat (bigger, not on my head, mesh back) and a neck cooler (so 80s!). I will have a fuel belt on with some powder for later in the run if I need it (including some pre-race) and it will hold my Clif bloks as well. 

 

Pacing will be about 7:45s on the first 10, then looking to dial that down on the Queen K. I'd love, LOVE to go sub-3:20 in an Ironman and it will take all I have to make it happen. I am happy with the new Newtons I have been running in, fingers crossed that my calves hold up all day with them. All my other runs have been solid in them, so if I can keep my cadence up I should be all set. 

 

The Finish -- I am hoping to be in the 9:40 range overall, but wlll be happy with whatever I get. Making it to Kona is one thing. Making it THROUGH Kona is another. Actually racing Kona? Priceless. The best part will be seeing all my TeamEN peeps out there living their dreams.

 

Good luck everyone!

Comments

  • Small comments (other than to remember to put your shoes in the T1 bag!)

    • Finding and sticking with good feet on the way back to the pier is imperative, given the usual current.

    • As you know the aid stations on the bike are closer together (7-8 miles), so make sure you actually need to slow down for water; it may be OK to skip one or two early on if you are carrying two bottles of water behind you at all times.

    • You may still have a chance to refine your tactics for the Palani hill (ditto the coming out of the E Lab) on the run by seeing what pace you can go, maybe a little easier than planned, and only lose 20-30 seconds, but possibly avoid losing so much energy you have to do those longer walks at the mile 20-25 aid stations.

    • Don't forget to zip up and lose the trucker hat and neck cooler for the finish photo!

  • Tire pressure seems high even with the perfect roads there. Exactly what tires and sizes are you running? Clincher of tubular?
  • Coach P my comments:

    1) Infinit concentration no longer a factor - This was a red flag to me.  Just remember the heat and increased needs for water/electrolytes (which there was no mention of).  Your IMLP was key in showing that you can adjust just try to ensure that you get the required nutrition and H2O. 

    2) An extension of number one is a plan for a windy day after the Hawi descent.  I don't know you bike handling skills but assume they are pretty good, but if it's a very windy day/white knuckle descent have a strategy for nutrition/hydration as you fight the winds back in to Kona. 

    3) A 3:20 marathon is 7:38's can you hold 7:45s and bump it up in that heat with your current fitness?  I realize it's different at the pointy end vs. the 6 miles +30" so take my comments here for what they are worth.  One of your strength's is adjusting, adapting and continuing at a very steady pace on the run. 

    Have a great race and enjoy the day.  I look forward to following you on race day.

    Gordon

  • Posted By Matt Ancona on 04 Oct 2011 11:06 PM

    Tire pressure seems high even with the perfect roads there. Exactly what tires and sizes are you running? Clincher of tubular?



    I agree with Matt.

    http://www.vittoria.com/tech/recom-tyre-pressure/

  • As a f/u to Matt and Bob's point, the limiting factor on tire pressure is the rim, not the tire for tubulars (i.e. what pressure can the rim take before it blows out or can't contain the tube anymore). The maximum tire pressure is generally much higher than the maximum rim pressure. Maximum rim pressure for the clinicher Zipp 808's is 125 psi.

    http://racedaywheels.com/racedaywheels.com/ZIPP_808_clincher.html
  • That should say, the limiting factor is the rim pressure for clinchers. Tubulars can go to higher pressures because they don't have to be contained by the rim.
  • Actually Kevin, I'm concerned with rolling resistance which is typcially the best between 105-120 PSI depending on the rider weight, road conditions, rim width, and tire model ofcourse. With modern tires and rims their limits are almost always above the PSI for optimal rolling resistance.

    If is his on alloy clinchers I would got 120 F&R, if he is on carbon clinchers which have a wider rim I would got 116 F&R. I don't pay any attention to tubbie's so I don' tknow what to suggest there.

  • He's running Zipp 808's clinchers with an aluminum breaking surface as far as I know. 140psi seems way too high. At 179lbs Race day weight I would be running 115-118psi in the front and 118-120psi in the rear.

    @Coach P-- I listened to your IMUSA podcast and I listened to your 4 keys talk at IMLou. Both times you said you did not take in enough water on the bike and paid for it on the run. This will be especially important in Kona given the heat and sun but also secondarily because your will need to over dilute your infinit on the fly. Do not get yourself into a hydration deficit on the bike. I repeat, DO NOT get yourself into a hydration deficit on the bike. Especially in the last 20-30 miles. I WILL ask you how many times you peed on the bike and you better have a good answer for me.

  • 115-120 is what i usually ride on my 404's and that works well without risking a blow-out
  • YOU GUYS ARE ROCK STARS. I feel like I have the best of the tri world in my corner. Noted to PSI, will put to 120 F&R for sure. I will be on it for the hydration for sure, and no skipped aid stations for me -- if not for water to drink, then water to spray on me. image I will get some extra salt, although my infinIT is at 650mg of sodium per hour and that's pretty salty for me. I am pretty comfortable in the winds, even the descent from Hawi, I just can't wait to get out there. Roads are so nice here...was rolling at 24mph on Alii Drive yesterday at sub IM watts....very pumped, just need to stay in my box.

    Al, yes to the swim. The return trip has been my nemesis so I am on it. Believe it or not, waves are 10-12 feet right now, so huge swells. STOOPID huge. Hoping that calms down for sure.

    As for the run, I have typically run well for the first 10 but then entered a WORLD of hurt up Palani. So this time around it's a bit slower (by 20" per mile) and then very smart/smooth up Palani. The whole run course will be done with one eye on my PACE but the other one on my HRM and my FOOT POD (cadence). More than any other IM race, the second half of this one is where it all matters.

    Please keep the feedback coming! THANKS!
  • And make a plan for enjoying your finish line! I thought everyone did this -- before catching for eight hours at IMWI 70% of people forget this part. 

  • I would be careful with the tire pressure.  With the super hot temps in Kona the tires will also swell a little and you need to give them some breathing room so you don't have a sidewall blowout.

    Here is something to look at for reference:

     

    <img alt="" src="data:image/png;base64,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

  • Coach, What is in your two special needs bags? Spare XXX and YYY or something of a twist from a nutrition point of view. Practice this week in the Hawi winds drinking in the drops - you have only on hand on the bars this may be a challenge to stay hydrated in that area of the bike course.

    Looks like your are set to have a rock star day!
  • I would not run over 120, I usually go 115 with my race tires. Other than that is looks good. Do exactly what you did in LP but swim a little faster, ride a little faster and do not walk up any hills like a little girl and you will be all set :-)

    Do well, be well!!!
  • Coach P:  How about setting some sort of alarm to remind yourself to drink?     I doubt you'll be gazing off at the beautiful blue ocean but if lack of H20 is something that's bitten you in the butt in the past you may need an electronic nudge... 

    Best of luck - we demand PHOTOS!!!! 

  • Man, what a crew! With all the great help all I can add is SWIM FAST, BIKE FAST, AND RUN FAST then make the last few minutes last ( unless someone is close in your age bracket, then sprint the finish ). Have a great race.
  • Re tire pressure, when I picked up my bike at Tri Bike Transport, I asked for their advice. They had a lot! They recommended riding at 110. That is what I plan to ride at.
  • Just to clarify... the reasons I would say P can go with 120 psi front and rear are:

    - Assuming P bought the Vittoria Open CX 320s they recomend 120 PSI for anyone 165-187 lbs
    - For TT bikes, the common recomendation is same pressure front and rear as we are much closer to to a 50/50 weight distribution than on a road bike.
    - The roads in Kona are some of the smoothest in the world and much different than any other IM or 70.3 I have done and therefore a slightly higher pressure here is ok.
    - Yes, it gets hot in Kona but I would not worry about a blow out any more than other races. The air temp in the morning when he fills them before the race will already be in the low 70s. All the blow outs from too much pressure I have witnessed have been when someone puts 140 or more in their tires at night the night before the race when it is already cool, or at a race like Wisconsin where it was in the 50s before the race and then 80s later in the day.

    For a race like IMWI, I would say 115 for P, and for someone smaller like me 110 with those wheels. With carbon clinchers I ran 105 after mutliple discussions with Zipp.

    The funny thing is we (myself definitely included) get all precise on tire pressure when in reality most pump gauges are probably not truly precise, some pressure is probably lost when you take the pump off (depending on which pump you have) and latex tubes probably lose just a little presure while we swim.
  • A plan is great and all but how come no one is talking about this.

     

    youtu.be/Gn6Xt9Cga30

  •  Oh my gosh, I didn't know whether to laugh or punch my cat.  I might have to go run or something now.  Good luck and kick some ass out there!

  • YESS - a little Rocky porn! Looks like Sly is pumped up over 140 psi, though.

  • Ya gonna eat thunder and crap lighting, P. 

     

     

Sign In or Register to comment.