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Tire Blowout - Two Related Questions

Okay so today, about 45 minutes into a ride on my Kurt Kinetic trainer I heard a sound like a .22 caliber pistol being fired.  Turned around to discover my back tire had blown out.  See pic below.  While I had a spare tube I did not have a spare tire - so my bike ride got cut short (though I did go out and run for an hour just for good measure).  This incident brought two questions to my mind:

  1. This tire had about 850 miles on it - most of these miles were on the trainer (it's was a Specialized S-Works tire if that's relevant).  This tire blowing out thing was a first for me so my initial question is - Is it normal for a tire to blow out like that while on a trainer?  I typically tighten the deal 4-5 turns per KK instructions...so I don't think it was overly tight.  My tire pressure is typically 117 PSI.  Trying to determine if this is just part of life or if I was unknowingly doing something to contribute to the blowout.
  2. It didn't take long for my thoughts to turn to race day.  What happens if you have a tire blow out during a race?  I typically have two extra tubes with me but not a tire.  Is it game over if you blow a tire or do most folks carry a spare with you on the bike?

 As usual - I appreciate the feedback!!

- David

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

Comments

  • Dave, I have blown out both trainer tires and road tires on the Trainer. I have had full on blow outs like you had. I've had bulging ruptures and tire tears with only the tube going. So, I think its pretty normal for it to happen. As far as race day, I only race on new tires. I have never had a tire issue during a race. I keep my race tire inflated to 112 psi. Its a little softer, but I think it keeps the impact blow outs from happening.

  • Buy a Continental trainer tire. Thank me later.
  • X2 on the Continentals. Also, you definitely get more wear per "miles" on the trainer vs road IMHO.
  • Thanks for the responses! 

    Question on the Continental trainer tire - any issues using that tire outside? In other words...if I do 80% of my training indoors do I need to swap the tire out before I go on a ride outside?  Because that would be a beating...

  • You can't ride a trainer tire outdoors at all. I use an old cheap rim where I permanently mount the trainer tire so I don't have swap tires constantly. Vittoria also make a trainer tire as you're hunting for deals on one, Conti and Vittoria do the job well.


  • Posted By David Leventhal on 17 Feb 2014 09:35 AM

    Thanks for the responses! 

    Question on the Continental trainer tire - any issues using that tire outside? In other words...if I do 80% of my training indoors do I need to swap the tire out before I go on a ride outside?  Because that would be a beating...

    As Attila said, you can't ride a trainer tire outside.

    Here is what I did when I used a trainer like a KK.  Buy a dedicated trainer wheel.  Just get some cheap 30mm box rim and put the trainer tire on that.  That way all you have to do is swap the wheel, which is a hell of a lot easier than swapping tires.

    I would also never ride a tire outside that had some significant time on the trainer.  The trainer wears out the middle of the tread so that it's flat.  That's not good for the outdoors.

  • Call me a luddite. I just use last year's tire on the trainer. Why spend anything you don't have to? New tires in the spring aren't such a bad idea anyway (as Bob points out). I don't worry about it if I'm doing 90 one trainer ride a week inside or something inside during the season.
  • William, those Conti trainer tires last FOREVER.
  • Good stuff everyone!

    And this is why I love this team - things I've learned from this thread:
    1) I now know what a "luddite" is thanks to William. Great new term.
    2) I didn't know that you shouldn't ride a trainer tire outside - I totally would have had I not asked
    3) I wouldn't have thought to buy a cheapo trainer rim

  • Posted By William Jenks on 17 Feb 2014 10:37 AM


    Call me a luddite. I just use last year's tire on the trainer. Why spend anything you don't have to? New tires in the spring aren't such a bad idea anyway (as Bob points out). I don't worry about it if I'm doing 90 one trainer ride a week inside or something inside during the season.
    + 1, at least for my TT bike. I have a trainer tire on the Mtn Bike I ride on a trainer in the winter, when I go to CO. It's 1.75 inches wide, smooth as a baby's butt.
  • Bob-

    You're undoubtedly right. Perhaps I pay a little extra for my convenience of not changing tires very often. But honestly, I find it pretty convenient just to throw on the new tires once a year (and of course for big races), rather than worry about it much during the transitional time in spring where you sometimes get to go outside and sometimes don't

    Wm
  • (I meant having a set of "race tires" that I put on and take off...not that I just change tires altogether every time I race. We seem to have lost the "edit post" functionality. Sorry about that.)
  • Thanks again for the help today guys!  Problem has been solved - bought a cheap rim & cassette and a trainer tire and I'm back in business.   

    As I worked through this today I found myself wrestling through two additional questions:

    1) What is the "optimal" PSI - the number that helps you go fast but also isn't so tight that you have an impact blowout.  I've been at 117 but I'm wondering if that's too much.

    2) Anyone have any hot sports opinion on 23mm vs. 25mm tires? I'm riding 23 but the guy at the LBS was trying to convince me of the benefits of 25.  I felt lost without being able to search the forum easily on my phone!!

     <img alt="" 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

  • Most tires will have a pressure recommendation on the box/packaging and if not obvious, you can sometimes get it from google.

    Tire width is a very interesting question, but depends on more detail, like how wide the rim is. Broadly speaking, you can get somewhat lower rolling resistance with a wider tire and the concomitant lower pressure (e.g., 90ish lbs vs 110-115 lbs). But there is also the aero concern about matching the rim width. You don't want the crossection of the rim and tire to look like an incandescent light bulb. :-) You want it to be a smoother match.

    On the other hand, I can't imagine caring in the slightest for an indoor-only whee/tire. Just fill it up to whatever the recommended pressure is and spin away. Who cares out "fast" you are going. I often go weeks between filling my tires on the trainer in the winter. I just give them a squeeze once in a while and fill them when it's obviously low. :-)
  • Most tires will have a pressure recommendation on the box/packaging and if not obvious, you can sometimes get it from google.

    Tire width is a very interesting question, but depends on more detail, like how wide the rim is. Broadly speaking, you can get somewhat lower rolling resistance with a wider tire and the concomitant lower pressure (e.g., 90ish lbs vs 110-115 lbs). But there is also the aero concern about matching the rim width. You don't want the crossection of the rim and tire to look like an incandescent light bulb. :-) You want it to be a smoother match.

    On the other hand, I can't imagine caring in the slightest for an indoor-only whee/tire. Just fill it up to whatever the recommended pressure is and spin away. Who cares out "fast" you are going. I often go weeks between filling my tires on the trainer in the winter. I just give them a squeeze once in a while and fill them when it's obviously low. :-)
  • Hi David,

    I have the same KK R&R trainer and use the Continentals trainer tire on it (but don't use the extra flywheel).  To answer your last 2 questions:

    1) I've set my trainer tire to 100psi.  not sure if it's 'optimal' but i do make sure that it is consistent from one workouts to the next.  At the beginning of last year, I had my road bike tires set to 120psi.  I'm new to cycling and figured if the side of the tire said 'Max 120psi', i thought 'Great! The more PSI, the better'.   Big mistake. I felt every surface imperfection for 56 miles in the first HIM I did last April.  The run was horrible afterwards...  I've been experimenting with PSIs of between 80 and 110.  I used this calculator to get a starting point:

    http://www.dorkypantsr.us/bike-tire-pressure-calculator.html

    For all the experienced cyclists in EN, I would love to know how you go about choosing the front/rear tire pressures.

    2) I was using the Continental Grand Prix 4000s 700x23 but have recently put on the Continental GP Attack/Force tires.  The Attack front tire is 22mm and the Force tire is 24mm.  I'm not sure if it made a difference in my bike last year but then again, I'm so slow, I don't think it mattered! 

    T

  • RE: Tire pressure - General thought, there's a difference between road biking and TT biking. On a road bike, more of the rider;s weight is supported by the rear tire (?35/65), while on a TT bike, it's closer to 45/55. So a bit less in the rear tire, a bit more in the front on a TT bike compared to a drop bar bike.

    Personally, @ 145#/66kg, I ride @ 105 in the front, 110 in the back, using 23 mm 650 tires. No equation, just what I and my bike have found over the years to feel best.

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