CONTENT
Page Num. Page Con. 03 04 05 06 07 08 10 11 12
Profile Introduction Process Section Unit Concept Structure Details Algorithm Aurduino Final Result
02
03
INTRODUCTION 䐀攀瘀攀氀漀瀀椀渀最 愀 昀漀甀渀搀愀琀椀漀渀 吀漀眀愀爀搀猀 甀渀搀攀爀猀琀愀渀搀椀渀最 琀栀攀 欀椀渀攀琀椀挀 昀愀挀愀搀攀 愀渀搀 栀漀眀 椀琀 眀漀爀欀猀 琀栀爀漀甀最栀 愀爀挀栀椀琀攀挀琀甀爀愀氀 瀀爀攀挀攀搀攀渀琀 愀渀搀 琀栀攀漀爀攀琀椀挀愀氀 挀漀渀挀攀瀀琀 圀攀 愀猀 ㈀ 㤀 琀爀愀椀渀攀攀猀 椀渀 䴀䄀䜀䰀䄀䈀 䴀愀琀攀爀椀愀氀 䄀搀瘀愀渀挀攀搀 䄀爀挀栀椀琀攀挀琀甀爀攀 䜀攀渀攀爀愀琀椀瘀攀 䰀愀戀漀爀愀琀漀爀礀묀 椀渀 䐀愀洀愀猀挀甀猀Ⰰ 匀礀爀椀愀 琀愀欀攀 愀渀 漀氀搀 戀甀椀氀搀椀渀最 椀渀 䐀愀洀愀猀挀甀猀 ᰠ夀愀氀戀甀最栀愀ᴠ 愀渀搀 猀琀愀爀琀 琀漀 搀攀瘀攀氀漀瀀 漀甀爀 愀渀愀氀礀琀椀挀愀氀 猀欀椀氀氀猀 琀漀 渀搀 愀 匀甀猀琀愀椀渀愀戀氀攀 昀愀挀愀搀 伀甀爀 猀漀氀甀琀椀漀渀 椀猀 琀漀 挀爀攀愀琀攀 愀 愀攀砀椀戀氀攀 猀欀攀氀攀琀愀氀 昀爀愀洀攀眀漀爀欀 眀椀琀栀 愀琀琀愀挀栀攀搀 瀀愀渀攀氀猀 愀搀愀瀀琀攀搀 琀漀 琀栀攀 戀甀椀氀搀椀渀最 攀渀瘀椀爀漀渀洀攀渀琀愀氀
04
PROCESS
Unit development 1 We start researching a suitable shape for
2
4
3 Prototype experimrntal
Materials xperimental study
5
Opening in the unit
05
06
UNIT CONCEPT
The dynamic unit inspired from adaptive natural systems folding and unfolding concept were algorithms help to adapt the unit movement with the solar direction
07
08
STRUCTURE DETAILS
1
Steel Arms
2
Runner
3
Secondary joint between opened surfaces
4
Metal Joint to central petal
5
Stretcher
6
Mashrabia Surface
09
1: Fire Fly Grasshopper plugin to bridging the gap between Grasshopper (a free plug-in for Rhino)
4:
2: LunchBox: Hexagon Grid Grasshopper plugin to provide a supporting base grid for further developmet
3: Point on Curve We added point on the curve in able to make the unit able to response for the arduino light sensor
Delaunay
In computational geometry, a Delaunay triangulation for a given set P of discrete points in a plane is a triangulation DT(P)
5: Rotate Rotate the unit
6: Polar Array Is a rotating copy of an object
AlGORITHM
10
Motor
Sensor
Microcontroller
AURDUINO
11
12
13