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Layered structures; Sphere origami ISOAXIS

This area is made with a technique that seems to be the son of the gold and isoaxis Miura, honestly no better way to explain that the video that I learned to do it.

http://www.youtube.com/watch?v=tGhcTwIJ4Es&feature=player_embedded

lamina

This system not only takes some two-dimensional and three-dimensional makes it, but it is something completely condensable resilient and flexible and expandable, it is a totally unique and very funny, of course very interesting and beautiful.

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The isoaxis is another layer structure as the original Miura, this structure is thought as the natural history of the original Miura, its name comes from the breakdown of izo: equal and axis: axis , same, axles, its Sutor was Wallace Walker in 1958.

Well, interestingly though is much more simple this system I can not think how to explain it to take our two-dimensional material (sheet of paper or polypropylene in this case) will fold diagonally so that they cross at the same distance and at the same angle all the kinks, and here there will be no vouchers and mountains, but it will only one side to fold, or all or all mountain valley, when we finish making all the folds remain very square, or rather, diamonds, which provide strength and a very nice appearance. Anas

most common applications for this layered structure is a lamp made of polypropylene, but also can be employed as a way to make a roof or even just as visual appeal.

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laminar structures, Miura

This time I will talk of this system called miura original layered structure, named for whom the invention was an astrophysicist who responded to the name Koryo Miura, and origin of origami.

this system is, said in a conversational and easy to fold into a triangle to where there can be, this system is very attractive visually, they condense when it looks like many triangles in relief and Not only that is a structure which is flexible, as we stretch to the initial size of the layered structure with which we started and condense into a small but long thin three-dimensional structure it off is tough, but now I will explain to my own words and see how easy it can not be easy this system:

do not think I was the only girl in elementary school and even in high school (ok, ok I accept it, although I do today) when I was a fan with heat to a sheet of paper torn from a notebook, it was so easy to take time and fold width and start making upwards folds having parallel linear folds across the sheet, double up and double down, just remember that we left that one side of the sheet is unfolded and the other slightly manteniasmos tight, by hand more secilla obtained a range in less than 5 min, but the simple analysis of this system we can see that despite being an ordinary sheet of letter-size bond paper grid was as tough as so it does not expire with the fanning air resistance to take away the heat, but it was as light as it is, a sheet of paper, not only that, but it was "nice" but even if we did it with a sheet we painted it in color or something with our school colors, per guess you ask what does this Annuity 7 year old boy named miura this system, because if we see in the following manner the range of which we have been talking (photo range of hand) if we can realize this range as triangles (the same photo retouched in photoshop) these triangles (by the way the triangles is the most resistant to exist) are the foundation of our system, each time the triangle is point up is called "mountain" and each gives the tip down is called "valley" which looks like a zig zag along, because if we fans diagonally in every mountain and valley of our main range is obtained Miura ( photo double triangles), the Miura has many variants, and of course endless possibilities applied to the design, converts a layered structure in a simple but strong, effective and elegant.

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Ori lamellar structures, icosahedron Sonebe modules starry

Sonobe modules are elements employed to build modular origami, was created by Mitsonubu Sonobe, Sonobe Each module has a parallelogram with angles of 45 and 135 degrees, divided by tabs ode folds diagonally at the ends, thus forming pockets where they are inserted ends of the modules to be built slowly some origami

To make a module Sonobe these are the steps

• need a piece of paper (as accurate as possible.)
• folded in half.
• crease fold half way parallel to the first doubles.
• Do the same for the back
• display and, leaving the square, fold the corners (it is important that they are always the same, because if not then the modules will not fit).
• we bend the side folds.
• As we have on the table, fold the corners (it is important not the other way around because if not we can make the next step.)
• We put the folds within the "pockets" to make it compact.
We
• back.
• Levato corners
• We turned the focus and we have the finished module, now we have to make several (at least three) to mount any figure.

Depending on the shape you want to do, whether dimensional or three different number of modules required.