It seems to be like DT Swiss recognized an issue with a number of of their carbon 35mm & 45mm deep endurance highway, cyclocross & gentle endurance hybrid ebike wheels. And it’s a critical sufficient subject – leading to potential carbon rim delamination and surprising wheel failure – that they’re telling all riders with ERC, CRC & HEC carbon wheels to right away test their DT Swiss ID earlier than driving, and if affected, to not trip them till DT confirms the best way to proceed – possible with in individual inspection and even wheel alternative.
Which DT Swiss wheels affected by this Cease Driving discover?

The difficulty has the potential to impression a variety of highway, all-road & e-road riders since DT Swiss has been promoting these well-liked wheels each on their very own and as OEM gear that will have already include a motorbike if you purchased it. The excellent news in case you are a DT ERC, CRC, or HEC carbon wheel proprietor, this solely appears to have an effect on wheels manufactured from September 2024 on. And DT has a easy software on their voluntary recall webpage that makes it simple to test your product serial quantity.

Affected wheels could have a DT Swiss ID quantity larger than 2,750,000. You will discover that UD quantity on a sticker between the spokes, on the rim tape, and even below the tape immediately on the rim mattress. I double-checked mine though I’ve been driving them with out subject since 2021, and confirmed that they aren’t affected.
Different carbon wheelset ranges like GRC & ARC aren’t affected, though your wheels might have the next DT Swiss ID. I double-checked my GRC wheels with the next quantity, and the DT Swiss recall web site confirmed that they have been superb.
So what’s subsequent after figuring out in case your wheels are affected? “DT Swiss is working intensively to research the basis trigger. We are going to present additional updates and steering as quickly as new data turns into out there.“
Examine your wheels right here through: DTSwiss.com/Recall
And be happy to learn the complete DT assertion under:

