KLC - Expanding Link Method for Circular ElementsBy David H. F. Coder |
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1) This is the one of the methods I use to start coifs
and projects with a circular element to them. You can make the starting
chain any multiple of 2, but if you start with too low of a number the
circle will be too tight, if you start too large it might bunch up a bit.
For this reason, I almost always start with a chain 18 links long and 3
rows wide, as seen in the first picture.
For this project, I used 16 gauge 5/16" links. |
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2) Curve this 18 link chain into a circle, and attach one end to the other to form a continuous strand. Be careful not to flip one end over... this is actually quite easy to do. | |
3) Start attaching more links to the "inside" links. Attach one new link through two of the inside links from the original chain. Close this link... | |
4) And continue taking two original inside links for every one new link added. Only do this to the inside of the chain, remember.... | |
5) Complete the "gathering" of inside links. For a chain 18 links long, 9 new links will be needed. | |
6) Start gathering all nine of the new links with another new central link... | |
7) And close it through all nine. You should now have a perfect circle. The middle link of this circle take a surprising amount of strain, so you may want to double it or use a heavier gauge wire for that link. | |
8) On the outside of the circle, start gathering two links again, with a new link passing through two of the original outside links. I know I said you wouldn't do this, but I lied. Actually it's just easier to explain if you do one at a time. | |
9) Complete the link gathering all along the outside. Again you will need 9 new links for the gather. | |
10) This is a little tricky to explain... Put one more link through each of the two links gathered by the new outside links. This is seen on the right side of the picture. | |
11) Complete doing this around the entire outside of the circle. This will require a total of 18 new links, counting the two added in the last step. | |
12) Using the new row of links, add two more rows on the outside, in a normal 4 in 1 pattern. | |
The following expansion rows will all fall into a pattern. The next expansion row will begin as seen on the right. The link attachment can be thought of in numerical terms: the new links attach to one link, then two links, then two links, then one link, then a blank space, or (1 2 2 1 0). The first expansion row then, as seen in step 11, can be thought of as (1 2 1 0). To continue expanding, just insert more links between the singly attached link... the expansion row after this one will be (1 2 2 2 1 0), then (1 2 2 2 2 1 0), and so on. It's a little confusing, but if you spend a little time trying it, everything will be peachy in no time. |
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