Algorithmic sketchbook- Final

S T U D I O AIR

ALGORITHMIC SKETCHBOOK

2015, SEMESTER 1,

CHRISTOPHER DUNKLEY

TABLE OF CONTENTSCONCEPTUALISATION

4 WEEK 1 VASE

10 WEEK 2 PAVILION

12 WEEK 2 DATA TREE

14 WEEK 3 PATTERNS

16 WEEK 4 MATH FUCTIONS

20-21 WEEK 5 SPIDERWEBS

24 POMPIDOU METZ BUILDING

25 STAR PAVILION

26 INFLATABLES 27 EVALUATING FIELDS

28-29 EVOLUTION OF FINAL DESIGN

30-31 STRUCTURAL TEST - KARAMBA

4 CONCEPTUALISATION

This vase design strategy uses 4 simple creations of a circle that are based off different set axis (X,Y,Z) as well as manipulable radiuses. They are then lofted with each other to create the form seen.

Vase Design - Week 1 Strategy 1

CONCEPTUALISATION 5

Strategy 2

This vase design strategy uses 2 set polylines that create a form. The forms are then connected via multiple changeable marker points which create connected lines with the shift list input tool and then loft to the various forms

Strategy 3

This vase design strategy has been created using many different shapes (pentagons, circle, square ect) that are stacked upon each other via axis points. The shapes are then created multiple times via the series tool and lofted to various shapes.

Strategy 4

This vase design strategy has been created from a set polyshape which has been replicated up and allowed to fillet to various sizes

8 CONCEPTUALISATION

Strategy 5

This vase design strategy has been created from a curve that has been created and replicated up various times. The shape has then been cross referenced with multiple series and then revolved around each other

CONCEPTUALISATION 9

10 CONCEPTUALISATION

Pavilion Design - Week 2

CONCEPTUALISATION 11

Script- Design

The dimentions of this pavilion are 20x20 and aim to respond to a give location along Meri creek. This design is created with the experimentation of creating a pavilion that is dynamiclly manipulated from a known point on a curve running through the pavilion outline. The form of the pavilion shape then responds to the location of that point on the curve and therefor changes the shape accordingly.

After the script has been created for the pavilion materials can be added using Weaverbird which adds differnet surfaces depending on the tool used from the Weaverbird plugin (see images).


All Lists

Extra Task-

The images shown are exporing the use of Data Tree Managment in which it is possible to create short, long and cross referenced lists of lines connecting from two curves.

Data Tree Management


All Lists

Long List

Short List

Cross Ref


For this task we were asked to create a pattern using the connection points between lines and points placed on a grid surface. This involved the use of the cull tool to the list outputs. As well as this the script I have created is used from a cross reference and is dynamic in its output.

Strategy 1 Patterns - Week 3


Strategy 2

This task took a similar approach to the first however also involved the tool of a flatten tree which flattened the grids data structure onto the one grid face, which I created with a surface.


Strategy 3

The third strategy was created using an image as the modulator for the placement of points. These points were created as circles and then flattened onto the grip surface. The placement of the points was determined by the black & white shades of the drawing, which in this case had a clear definition between the two shades.


Strategy 4

The final strategy was created using the voronoi component which can determine the placement of points and the formation of the pattern based off a given parameter.


Patterns - Week 4Task 1

Using the standard mathematical function, this design creates a surface from two curves that are connected by multiple lines. the points for the connection is determined by the mathematical expression shown.

This design is a replication of the first with the 'IF' function incorporated to give a different output.


Task 2

This design is replicated from the first one (above), however it incorporates the 'IF' function in the mathematical expression to determine the output of the data. This is then created into a surface also.

Using the standard mathematical function to produce a patterning technique. This design uses the components of the voronoi tool which is then created into a surface.


Spider webs - Week 5

Z

X

This spider web design is constructed using a voronoi design pattern bounded by a rectangle and acted upon in a Z direction with Kangaroo Physics.

Task 1 - Graph Mapper & Culling withKangaroo Physics on X & Y plane


Task 1.1 - Graph mapper & culling with Kangaroo Physics on Z & Y plane

The next task was to rebuild the task 1 design, however apply the design to a Z Y axis. In this design I exported some of the different design patterns the sliders could output.


Task 2 - Field lines and Forces withKangaroo Physics

Task two involved building spider webs by the effects of magnetic forces and kangaroo physics. By creating Rhino existing curves and referencing them to various forces the output creates multiple spider web designs. At this stage I have not been successful in applying Kangaroo Physics.


Task - Pompidou metz building

Attempted re-design of the Pompidou metz building, looking at the complexity of different topological surfaces, and then mesh structure tool used as a projection to a lofted surface.


Task - Star Pavilion

Attempted design of the starshell pavilion using grids applied onto a 3D surface


Task -Inflatables

Further exploration into the Kangaroo physics component and how inflatable design can work, with pressure points. This design shows how the inflate tool as part of kangaroo physics can create inflatables from surfaces.


This task involved the use of creating magnetic field forces based from a group of curves. The design can be controlled via the use of a graph mapper thus making the design dynamically controllable.

Task - Evaluating Feilds

Shown below is the process of both failed trials and developments of the final design from the preliminary design. All iterations show development of optimal form and aesthetic towards achieving a developed membrane mesh that is based on the data retrieved from the site for locations of the trees.

Dynamic lighting development - failed

Exploration into minimal surface design for connecting basic forms when relaxed

Exploration into design for enclosed space situated amongst tree tops


Evolution of final design |

Dynamic lighting development - failed

Exploration into minimal surface design for connecting basic forms when relaxed

Exploration into design for enclosed space situated amongst tree tops

Design development for create interconnected surfaces form from minimal surfaces

Design development to create centralised minimal surface design - failed


Failed test of design applying structural stress downwards, results show design collapsing.

Attempts of Karamba visual structural analysis on basic minimal surfaces and geometries.


Structural test - Karamba

Algorithmic sketchbook by Christopher Dunkley, 2015 sem 1


Algorithmic sketchbook- Final

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