GMU:Principia Textilica/Meryem Kubra Uluc: Difference between revisions

From Medien Wiki
No edit summary
No edit summary
 
(33 intermediate revisions by the same user not shown)
Line 1: Line 1:
= Meryem Kubra Uluc =
== Meryem Kubra Uluc ==


== Github ==
== Github ==
Line 6: Line 6:




'''Origami Pattern De-Code and Producing Experiment With Fabric'''
=Origami Pattern De-Code and Producing Experiment With Fabric=


''Initial analysis of square pattern''
==Initial analysis of square pattern==




Line 14: Line 14:




[[File:patterncreationstepbystep.jpg]]
==Pattern Creation Step by Step==
''For Square Pattern''
 
[[File:patterncreationstepbystep02.jpg]]
 
 
=Possible Variations  Experiment with Fabric=
 
== Target of the Experiment ==
 
''In the art of origami the paper has two different characteristics, some parts are softer other parts that are transporting the forces are harder. Starting from this logic in this project it is aimed to change the quality of the fabric by introducing new materials to the fabric surface. So that we can produce different qualities on the fabric surface.''
 
 
''Firstly I started with gluing cardboard and metal sticks on the surface according to one selected pattern. Since the material is not flexible enough to give the easy movement the experiment did not give the clear results.''
 
====Fabric & Cardboard & Metal ====
 
[[File:fabricandcartboard.jpg]]
 
''For the second experiment I select relatively less complicated pattern to test with paper and fabric. I applied the pattern on the fabric and fold step by step. As a result i find out fabric is working with paper better than cardboard and metal wires. It is easy to fold and the traces of the folded pattern gives clues for the second-third folding ''
 
====Fabric & Paper ====
 
[[File:fabricpaper01.jpg]]
 
 
 
''As a result producing Origami tessellations by fabric is not as easy as paper producing. I wanted to put this tessellations as an inspirational examples that paper folding that I produced as a comparison between AtlasBindung-Körperbindung and other kind of binding variations.''
 
[[File:foldedunfolded.jpg]]
 
 
 
==Pattern Analysis and Variations with Grasshopper==
====Initial pattern====
 
[[File:initialpatterntriangle.jpg]]
 
==Pattern Creation Step by Step==
''For Triangular Pattern''
 
[[File:patterncreationstepbysteptriangle01.jpg]]
 
 
''In my experiment I figured out that there could be two ways to create the selected origami pattern, one of them is explained at the top (both for square and triangle), and the second one can be placing a triangular grid and picking the triangles according to the aimed pattern. After this part the experiment mostly focuses on the second option which is more applicable with selected software.''
 
 
[[File:zeroone02.jpg]]
 
 
 
# In order to produce the pattern firstly there should be triangular grid as a reference(at the background).
# According to pattern we wish we are creating a pattern with 0 and 1 (meaning pick or not pick)
# This pattern as a list is being an input for the “repeat the data” command tiling in x and y direction
# Since there is shift in every line the list will be shifted in every step 7 times
# The created (shifted list) and existing triangular grid dispatched and the obtained curves united
# To differentiate the inner and outer curves(frame) there is a small mathematical rule (if the number of vertices bigger than 5 take it or dont take it) applied.
# As a result curves are being connected.
 
[[File:grassmk.jpg]]
 
==Variations:==
 
 
*Firstly having the the background grid that consists of three different grid gives three times more variations in the sets.
*Combination of the three different triangular grid gives as output sets which will be input for the dispatch command.
*Dispatching two times gives different four sets.
*The patterns are created by changing the sets as inputs from A to B. That shows with the same code it is possible to create different patterns (below) by changing the input list and shift value in series component.
*This selected variations comes from the dispatch command. In order to get the results below the same code(100000000000000100000000001) applied. Here the dispatching describes the elimination or selection of the lines in the superimposed grid.
*In the case of appliance of other pattern the output and the variations will be totally different.
* That is the nice part of the pattern finding process! :)
 
[[File:variationsmk.jpg]]

Latest revision as of 13:18, 7 April 2015

Meryem Kubra Uluc

Github

My github repo is here


Origami Pattern De-Code and Producing Experiment With Fabric

Initial analysis of square pattern

 


Pattern Creation Step by Step

For Square Pattern

 


Possible Variations Experiment with Fabric

Target of the Experiment

In the art of origami the paper has two different characteristics, some parts are softer other parts that are transporting the forces are harder. Starting from this logic in this project it is aimed to change the quality of the fabric by introducing new materials to the fabric surface. So that we can produce different qualities on the fabric surface.


Firstly I started with gluing cardboard and metal sticks on the surface according to one selected pattern. Since the material is not flexible enough to give the easy movement the experiment did not give the clear results.

Fabric & Cardboard & Metal

 

For the second experiment I select relatively less complicated pattern to test with paper and fabric. I applied the pattern on the fabric and fold step by step. As a result i find out fabric is working with paper better than cardboard and metal wires. It is easy to fold and the traces of the folded pattern gives clues for the second-third folding

Fabric & Paper

 


As a result producing Origami tessellations by fabric is not as easy as paper producing. I wanted to put this tessellations as an inspirational examples that paper folding that I produced as a comparison between AtlasBindung-Körperbindung and other kind of binding variations.

 


Pattern Analysis and Variations with Grasshopper

Initial pattern

 

Pattern Creation Step by Step

For Triangular Pattern

 


In my experiment I figured out that there could be two ways to create the selected origami pattern, one of them is explained at the top (both for square and triangle), and the second one can be placing a triangular grid and picking the triangles according to the aimed pattern. After this part the experiment mostly focuses on the second option which is more applicable with selected software.


 


  1. In order to produce the pattern firstly there should be triangular grid as a reference(at the background).
  2. According to pattern we wish we are creating a pattern with 0 and 1 (meaning pick or not pick)
  3. This pattern as a list is being an input for the “repeat the data” command tiling in x and y direction
  4. Since there is shift in every line the list will be shifted in every step 7 times
  5. The created (shifted list) and existing triangular grid dispatched and the obtained curves united
  6. To differentiate the inner and outer curves(frame) there is a small mathematical rule (if the number of vertices bigger than 5 take it or dont take it) applied.
  7. As a result curves are being connected.

 

Variations:

  • Firstly having the the background grid that consists of three different grid gives three times more variations in the sets.
  • Combination of the three different triangular grid gives as output sets which will be input for the dispatch command.
  • Dispatching two times gives different four sets.
  • The patterns are created by changing the sets as inputs from A to B. That shows with the same code it is possible to create different patterns (below) by changing the input list and shift value in series component.
  • This selected variations comes from the dispatch command. In order to get the results below the same code(100000000000000100000000001) applied. Here the dispatching describes the elimination or selection of the lines in the superimposed grid.
  • In the case of appliance of other pattern the output and the variations will be totally different.
  • That is the nice part of the pattern finding process! :)