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Posted: Tue Nov 13, 2007 7:17 am
UNDER CONSTRUCTION
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Your workspace
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Posted: Tue Nov 13, 2007 7:33 am
UNDER CONSTRUCTION
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Fold Types Valley fold
The valley fold is one of the simplest folds in origami. Just fold the paper to make a straight crease, with the ends of the paper pointing towards you and the crease pointing away from you.
In origami books, valley folds are usually indicated by dashed lines, where the line segments are equal lengths.
Mountain fold
You can think of the mountain fold as a reverse valley fold: the crease should be pointing towards you with the ends of the paper pointing away from you.
In origami books, mountain folds are usually indicated by dashed lines, where the line segments have alternating short and long lengths.
Inside Reverse Fold
An inside reverse fold can be performed on a piece of paper that has been valley or mountain folded. The goal of this fold is to symmetrically fold the paper away from
Outside Reverse Fold
Squash Fold
Rabbit's Ear
A rabbit's ear may look difficult at first glance, but it really is quite simple. Essentially, you start out with an isosceles triangle, which has two sides of equal length and two angles of equal measure. You bisect the two equivalent angles by valley folding one similar side of the triangle to meet the base of the triangle, and repeat with the other similar side. Where these two creases meet is the center of the triangle. Do both valley folds at the same time and a small triangular flap appears that is perpendicular to the surface of the paper. Fold this flap to one side or the other to make the paper flat again, and you have your rabbit's ear.
Sink
Sinks are one of the trickiest folds in origami, especially when you start dealing with triangular sink folds. Sink folds are used for inverting a point (usually one end of a preliminary base) - essentially popping in what once popped out.
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Posted: Tue Nov 13, 2007 7:42 am
UNDER CONSTRUCTION
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Bases
Although there are thousands upon thousands of unique origami models in existence, many of these models begin in very similar ways. To make teaching and learnings these models easier, a few common sets of folds have been widely established as bases for further elaboration. Although a couple of these have a few different names, the following names below are the most commonly used.
Preliminary Base
Waterbomb Base
Kite Base
Fish Base
Bird Base
Frog Base
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Posted: Thu Jan 03, 2008 9:29 pm
UNDER CONSTRUCTION
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Paper Shapes
Although the square is by far the most commonly used paper shape in origami, many models also exist that use unconvential paper shapes such as pentagons or hexagons. Unfortunately, many of these unconventional paper shapes are not available for purchase anywhere. However, it is easy to convert a square to another regular polygon using a few simple folds and a pair of scissors.
Square
You can buy paper that has been pre-cut into squares online or at a craft supplies store. If you don't have those resources, you can easily convert a rectangle into a square in the following way:
Rectangle -> Square
3x4 Rectangle
The 3x4 rectangle is a rectangle with an aspect ratio of 1:1.33, and has several applications in modular origami.
Square -> 3x4 Rectangle
Silver Rectangle
The silver or A4 rectangle is a rectangle with an aspect ratio of 1:1.414 (exact ratio 1:√2), and has several applications in modular origami.
Square -> Silver Rectangle
2x3 Rectangle
The 2x3 rectangle is a rectangle with an aspect ratio of 1:1.5, and has several applications in modular origami.
Square -> 2x3 Rectangle
Bronze Rectangle
The bronze rectangle is a rectangle with an aspect ratio of 1:1.732 (exact ratio 1:√3), and has several applications in modular origami.
Square -> Bronze Rectangle
Pentagon
Regular pentagons have some applications in floral origami and can be made from a square in the following way:
Square -> Pentagon
Hexagon
Regular hexagons have some applications in floral origami and can be made from a square in the following way:
Square -> Hexagon
Octagon
Regular octagons have some applications in floral origami and can be made from a square in the following way:
Square -> Octagon
Decagon, Dodecagon, Hexadecagon, and beyond...
You can use a regular polygon with n sides to create a regular polygon with 2n sides in the same manner we used a square (4 sides) to create an octagon (8 sides) above. Form the appropriate preliminary base for your shape, squash-fold each of the n flaps, then cut off the excess paper using the edge of one of your squash folds as a guide.
Polygon with n sides -> Polygon with 2n sides --- Pentagon (5) -> Decagon (10) --- Hexagon (6) -> Dodecagon (12) --- Octagon (8 ) -> Hexadecagon (16)
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Posted: Thu Jan 03, 2008 9:38 pm
UNDER CONSTRUCTION
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Paper Properties
- Types of paper -- washi -- chiyogami -- two-sided -- one sided -- foil
- Properties -- weight -- graininess
- Composite papers
Very interesting papers can be made by combining two different kinds of paper with a spray-on adhesive. I personally have had a lot of experience working with a combination of tissue paper and aluminum foil - the composite doesn't tear easily due to the flexibility of the tissue paper, but it holds its shape much more than regular paper because of the foil. It's especially useful for animal models (or anything with curves in it, for that matter), since you can sculpt the piece to a more realistic form once the folding is all done.
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