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In my shop, a 9/4 x 12" x 11' piece of curly cherry has been patiently waiting to become a PA German Sawbuck Table, like the one I found at the Landis Valley Museum. I was not able to photograph the original very well because it was behind glass, but the photos still came in handy. From a page in a book, I knew the height, width, and length of the original. And from the front-on shot that I took, I figured out rough dimensions for the various parts with the help of a proportion wheel.
This project involves fun little details, like sliding
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Trying to determine the angle of the legs was a monumental dilemma for a right-brained person who wouldn't know the Pythagorean Theorem from a Pierogie. So, here's what I did—I laid tape on the floor and marked corners of a rectangle that matched the height and width of the table (minus the table top). Then I criss-crossed two pieces of 5" wide cardboard within, but longer than, that rectangle; laid a straight edge from one top corner of the rectangle to the other top corner; and drew a line across the tops of the cardboard. Then I did the same at the bottom of the rect
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After all four legs were cut to length, I had to figure out where to cut the half lap. The cardboard template wasn't reliable enough for marking the critical joint. So, I clamped two legs together, marked the middle, drilled a hole through the top leg and half way
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There you have it—the right-brained person's guide to figuring out angles.
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4 comments:
VC,
You figured out a nice way to do the angles - congratulations! I am sure the right-brain people will beat us left-brain people most of the time.
I love this new piece - where will it sit when finished?
Al, I was planning to use it as a small workbench for when I demo lettercarving. Other than that, I guess it will just sit in my shop.
Kari,
Your ingenuity at determining the angles for the legs is inspiring! Sometimes "brute force" engineering is much quicker than doing the math and yields the same results. Great job!
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