- Joined
- Apr 4, 2023
- Messages
- 354
@Nessism1
Here are some data to back up my statement that, depending on the tires compared, the difference in absolute watts needed could be up to 50%.
They are from Jan Heine's nicely-generated, well-controlled, long-term, highly respected data as published in Bicycle Quarterly over two decades:
______________________
René Herse Extralight 35–42 mm
Total rolling losses (pair): ~18–22 W
23 mm race tire (older generation, stiff casing)
Total rolling losses (pair): ~28–35 W
21 mm tire (1990s–2000s style)
Total rolling losses (pair): ~35–40+ W
________________________
Note that these data represent real‑road total energy losses, not drum cRR, which is a critical distinction.
In fact, it was Jan's insight that drum cRR doesn't tell us much and that the key is vibrational loss to the water molecules in the riders' bodies that enabled him to disprove the myth and lore of skinny tires that was so prevalent for so long.
So, pick a RH tire from the low end of its range (~18W) and a skinny tire from the high end of its range (~35W for a 23mm tire and ~40+W for a 21mm tire), and you can indeed see a 50% increase in the watts needed to maintain speed on a skinny vs fat tire.
I don't blame you for being incredulous on this as I didn't believe it at first either. So, how do we know these data are actually correct?
I would say that the fact that the pros are now commonly running 28mm tires, and some are even using 30mm tires (unheard of back in the 1990s when I was racing!) is pretty strong evidence to support Jan's data.
Many credit Jan with revolutionizing bicycle tire theory. And how did he do that? with definitions and data, and not just accepting the pro's conventional wisdom of "I won the TdF of skinny tires, so they are the fastest!"
It took a lot of time and a lot of data to convince me that tires could make such a big difference, but I now believe that all arrows are pointing to this as being a fact.
Here are some data to back up my statement that, depending on the tires compared, the difference in absolute watts needed could be up to 50%.
They are from Jan Heine's nicely-generated, well-controlled, long-term, highly respected data as published in Bicycle Quarterly over two decades:
______________________
René Herse Extralight 35–42 mm
Total rolling losses (pair): ~18–22 W
23 mm race tire (older generation, stiff casing)
Total rolling losses (pair): ~28–35 W
21 mm tire (1990s–2000s style)
Total rolling losses (pair): ~35–40+ W
________________________
Note that these data represent real‑road total energy losses, not drum cRR, which is a critical distinction.
In fact, it was Jan's insight that drum cRR doesn't tell us much and that the key is vibrational loss to the water molecules in the riders' bodies that enabled him to disprove the myth and lore of skinny tires that was so prevalent for so long.
So, pick a RH tire from the low end of its range (~18W) and a skinny tire from the high end of its range (~35W for a 23mm tire and ~40+W for a 21mm tire), and you can indeed see a 50% increase in the watts needed to maintain speed on a skinny vs fat tire.
I don't blame you for being incredulous on this as I didn't believe it at first either. So, how do we know these data are actually correct?
I would say that the fact that the pros are now commonly running 28mm tires, and some are even using 30mm tires (unheard of back in the 1990s when I was racing!) is pretty strong evidence to support Jan's data.
Many credit Jan with revolutionizing bicycle tire theory. And how did he do that? with definitions and data, and not just accepting the pro's conventional wisdom of "I won the TdF of skinny tires, so they are the fastest!"
It took a lot of time and a lot of data to convince me that tires could make such a big difference, but I now believe that all arrows are pointing to this as being a fact.