Spring into action

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koryray
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Spring into action

Post by koryray »

fun and addicting you need a ruler to do it and you need to get all the paper measurments right but it all pays off :D
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origami_8
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Post by origami_8 »

You don't need a ruler to fold the Spring into Action. Just divide the paper into thirds, then fold these thirds in half to get 6ths and on the short side in half again to get 12ths. Then insert the diagonal waves and collapse.
Okay, maybe you need a ruler to get the 15x8 paper ratio, but you could just take a little bit more than half a square and should be fine as well.
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Brimstone
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Post by Brimstone »

The paper I have used for mine is A proportioned (no ruler needed to cut it), then I divided the short side in 4 and then I cut off one third. I think this explanation is in the book by R Lang.

A great model no doubt about it.
HankSimon
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Post by HankSimon »

Any helpful hints about common mistakes? I think I'm off a tiny bit off folding on the angles and that is enough to throw the whole thing off.

Any secrets to success, or is it just patience and time ?

Thanks,

- Hank Simon
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Brimstone
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Post by Brimstone »

HankSimon wrote:Any helpful hints about common mistakes? I think I'm off a tiny bit off folding on the angles and that is enough to throw the whole thing off.

Any secrets to success, or is it just patience and time ?

Thanks,

- Hank Simon
Patience, time and understanding of how the collapsing process. One easier way to understand it is to do my simplified version which is accomplished by folding only a 6 x 6 grid. This doesn't mean you work with a square, you use the same A - 1/4th proportion, but instead of dividing the short side in 12 you just do it in 6. Here's a sample of how it should look when finished:
Image
Fold it, unfold it, refold it, and understand how to collapse it and then proceed to the 12 x 6 grid.

Good luck.
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origami_8
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Post by origami_8 »

Well, there is a trick about the precreasing. Don't make the diagonals as single folds, but always collapse a small part as if you would in the final model. That's hard to explain in words but always try to see two meeting diagonals as one hinge that needs to be folded together.
Begin with a horizontal mountain and valley fold it downwards at the same time on both sides of a Vertical Mountain fold.
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