ManyFolds in Variety
% The preparation is (still) in progress, however [forever?], %
Welcome to the exhibition of Origami/paper folding and related works by H. AZUMA.
(c) Copyright AZUMA Hideaki. All rights reserved.
(Last updated: February 17, 2008)
Categories
Calendar
2019年
January 
January 
| Sun | Mon | Tue | Wed | Thu | Fri | Sat |
|---|---|---|---|---|---|---|
| 1 | 2 | 3 | 4 | 5 | ||
| 6 | 7 | 8 | 9 | 10 | 11 | 12 |
| 13 | 14 | 15 | 16 | 17 | 18 | 19 |
| 20 | 21 | 22 | 23 | 24 | 25 | 26 |
| 27 | 28 | 29 | 30 | 31 |
Archives
Search This Site
Recent Articles
Latest Revisions
Edited top page.
(February 17, 2008)
Edited "Some directions for articles with photos"
(July 10, 2007)
Edited top page.
(July 4, 2007)
QR Code
このブログを
ブログサービス
Powered by
2005/9/13
A helical folded model with some flexibility, which is considered as a variation of convolution, will be produced from a similar diagram of the previous twisted structure:
Its shorter and longer shapes in comparison:
>> Click each image to see the larger picture <<
Material: a sheet of square origami, without using adhesives.
Date: September 12, 2005
Photo date: September 12, 2005
22
Its shorter and longer shapes in comparison:
>> Click each image to see the larger picture <<
Material: a sheet of square origami, without using adhesives.
Date: September 12, 2005
Photo date: September 12, 2005
22
2005/9/12
______________
______________>> Click each image to see the larger picture <<
The folded structure above comes from the diagram appeared in the previous article: Basic iteration and is molded into its twisted shape thanks to the flexibility and elasticity of paper.
Material: a sheet of square origami, without using adhesives.
Date: In August 2005
Photo date: September 8, 2005
3
2005/9/11
The following helical piled up structure like a twisted triangular prism is composed of a diagram that is based on the preceding iterative structure in (linear) modification:
______________
______________
>> Click each image to see the larger picture <<
Material: an A4 sized Japanese paper, without using adhesives.
Date: In August 2005
Photo date: September 8, 2005
8
______________
______________>> Click each image to see the larger picture <<
Material: an A4 sized Japanese paper, without using adhesives.
Date: In August 2005
Photo date: September 8, 2005
8
2005/8/31
Each of the following helical coiled up structures from left to right - just a kind of 'specimens' - may be viewed as it is covered by 5, 4, 3, 2 or single tape(s) with the same folding patterns, respectively:
[Image for covering by coiled tape(s)]
>> Click each image to see the larger picture <<
Material: a sheet of square origami for each
Date: In August 2005
Photo date: August 31, 2005
1
[Image for covering by coiled tape(s)]>> Click each image to see the larger picture <<
Material: a sheet of square origami for each
Date: In August 2005
Photo date: August 31, 2005
1
2005/8/31
The folded structure composed of sufficiently many modules, which has appeared in the previous article: "With the preceding tiling #3 - larger structure -", can be helical coiled up around [a part of] an annulus with some appropriate scale.
The following two images of an example are viewed from its side and its top - through inside - to bottom, respectively:
_________________
_________________
>> Click each image to see the larger picture <<
Material: sheets of square origami, without using adhesives.
Date: In August 2005
Photo date: August 31, 2005
4
The following two images of an example are viewed from its side and its top - through inside - to bottom, respectively:
__________________________________
>> Click each image to see the larger picture <<
Material: sheets of square origami, without using adhesives.
Date: In August 2005
Photo date: August 31, 2005
4