I am going to use the phrase "Mobius scarf" about fifty times in this post so that other people in my position might come across it in their Googling and not make the same mistake I did.
A mobius strip, for those who aren't maths geeks, is "a surface with only one side and only one boundary component."
Pretty cool! So imagine how excited I was when I discovered I could combine my enthusiuasm for maths with an enthusiasm for knitting in the Mobius scarf! I made one of these Mobius scarves for a friend, and I like how it turned out, but as I found the start of the pattern a little difficult to work, I had to use another pattern for advice.
As mentioned in an earlier post, my brother's girlfriend is coming over for Christmas, and as she's a scientist I thought she would appreciate a Mobius scarf! Alas, I couldn't find the tutorial that had helped me out the first time. I did, however, come across a few sources telling me that to make a Mobius scarf, I should twist to join in the round. How handy! Alas again! The finished product wasn't a Mobius scarf, but had a complete twist in it. I must have over-twisted it. No matter, start again. This time it would be a snuggly feat of maths!
I read this (lovely) tutorial yesterday, and something about it seemed strange to me.
"Depending on what you like, you can leave some twists to create a mobius-like effect, or get all the twists out for a more traditional scarf."
|"MOBIUS STRIPS DO NOT WORK THAT WAY."|
Thank you, Morbo.
So it turns out that "Mobius scarf", in the knitting community, refers to any twisted circle scarf rather than a cosy mathematical quirk. Good to know! For my own part, I'm surly and have changed my mind about how much she'd like it (Do microbiologists instantly like maths? Who knows), so it's going to be a plain ol' circle scarf instead.