Trouble with Planning

Christine here.  This is a post on theory with a pinch of math, so if that’s not your thing, skip this one!

I have recently been enjoying stacking solid-colored braids with corners — see my flag below, which has stacked double corners to make the rippling waves.

Braided flag with rippling waves

Braided flag with rippling waves

I previously started a strip rug with the same stacked double corners — and no, I haven’t finished it yet, because I want to have finished “reverse-T” ends and I’ve been putting that part off because they’re a pain.

Anyway, I also wanted to start experimenting with curved rugs that would be in the same vein:  parallel, solid braids that would stack and continue the same curves throughout the strip rug.  To make myself get moving on this idea, I signed myself up to teach a “Curves and Corners Strip Rug” in Methuen, MA this October.  (The Methuen workshop is a really fun weekend of braiding:  if you’re interested, contact Carol for more information:  carolbraids@gmail.com).

Frankly, I am such the Princess of Procrastination, that I often use this technique to make myself work:  I sign myself up to teach something that I haven’t quite figured out yet, and then I just have to do the work.

So, here is my first attempt with making a sinuous, curvy strip rug:

DSC_2856

First attempt at sinuous strip rug

I think you can see, if you look closely, that I have safety pins all over the rug.  These are braided straight, then the curves are created by making increases and decreases wherever I have a pin, and I placed the pins at the same places on each braid.  I’ve got 4 safety pins per curve.  It looks kind of fun, but… it’s not going to work.  Compare the curve on the top with the curve on the bottom.  They’re not even remotely “parallel.”  The curves are becoming more exaggerated with each braid — the outside curves are broader, the inside curves are skinnier.  Wouldn’t work for what I want.

So, in attempt #2, I went down on the increases and decreases to 3 per curve.  I got a little closer to what I wanted, but not much:  I’ve still got the difficulty of the outside curves getting broader, and the inside curves getting skinnier.  NOT parallel.

DSC_2859

Attempt #2 with 3 increases and decreases per curve

It’s probably hard to tell in the picture, but I was having to seriously stretch the braid just to make it around the outside curves in this attempt.

Before going any further, I decided to go back to the drawing board.  (Mind you, each of the above attempts took a LONG TIME to braid and lace and then unlace).  I had realized that each of the increases and decreases was as if I were making a double corner, which works out to be about 115 degrees (I figured the 120 degree corners of a hexagon were close enough).  So I went to my illustrator program to see if there were an obvious way to figure just how many increases and decreases I could get away with and still keep the braids parallel.

HexagonStripRug2C

3 corners per curve

Here, you can see what was happening with 3 corners per curve:  the lower three stack nicely about the center point of each curve, BUT the transition braids from inside curve to outside curve stack directly ON TOP of each other.  So, by lacing this area, I was having to force the braids further outward and further inward to make them lay flat.  It would never have worked.

2-cornerStrip-Rug2D

2 corners per curve

Then, I tried stacking just 2 corners per curve.  See how the transition braids are really close to one another?  I think the same thing is going to end up happening, even with only 2 corners per curve.

So, I am left with 2 options:  go to only one corner per curve, or try stacking a 2-corner curve alternating with a 1-corner curve.

Strip-Rugs3

1-corner curve strip rug

Here is (approximately) is what a one-corner curve rug would look like.  While I like it overall… it just doesn’t have enough curve in it for me.  I think I’ll make one attempt at alternating between a two-corner and a one-corner braid, just to give it a little more curve.

And, finally, I have diagrammed out how to deliberately make a super-sinuous rug, which after I make my class sample of the parallel braids, will be my next project.  The “super sinuous” rug deliberately expands and contracts each curve, so that the braid actually doubles back on itself like the center of an oval rug.

Sinuous-Strip-Rug

Super-sinuous rug

Nancy Young showed me a photo of a rug like this years ago and I’ve been dying to make a long runner for my upstairs hallway like this.  Won’t this one be fun?  Can’t wait to finish the last couple attempts at the parallel braids so that I can figure this next one out!

8 thoughts on “Trouble with Planning

    • Dianne here: Where do you live Jamie? There are several braiding camps thorugh the years. Look for the event list on the blog or on Christine’s newsletter!

  1. Very cool, a lot of math in your figuring and hours of figuring, wow, we are glad to have you and then the work is all done for us, ha. Thank you Christine.
    Pam

    • I think it will work, though, Dianne: it’s basically just displacing either end of an oval rug a half-step to the left or to the right… now I just need to try it, though… and nothing is ever as easy as it looks in a sketch!

  2. Hi, I love the super sinuous rug and can see hooking in all the indents then surrounded by 2-? rows of braid to make it a true rectangle and maybe a bit safer to walk on. Want to work on one together? I know you are having fun working these out on paper-continue to enjoy the process!

  3. Hi Christine, Holy Cow!! How do you figure out these creations. I have a headache just from reading your post. You are something else!! Going for a knee replacement Aug 5th. Hope that medical issues will be behind me after that. Take care Barb

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