Widmann exhibition; May 2007

Sunday, September 30, 2007 § 1

This post is a little bit outdated, but actually all the previous ones were :-) The layout and some photographs from the widmann exhibition that took place on May 2007 in Washington University in St. Louis. My participation had the title design/research and included most of my work from September 2005 to April 2007. In other words... old staff... A good way, I suppose, to summarize and move forward...

Fractals

Sunday, September 2, 2007 § 0

Some experiments with fractals, using chaoscope and gaston. Both applications can generate fractal formations in 3d. However, the models are made out of (millions of) points, so I suppose that it would be impossible to export in any standard 3d format...

Walk through

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A small walk through of the project published at the previous post.

Voronoi Study, part_03: algorithmic body

Tuesday, August 28, 2007 § 3

In my previous post concerning voronoi diagrams I presented an example where I used program requirements in order to define the initial set of points that will be used in order to create the final voronoi diagram (the problem of deciding on the initial set of points is, I think, one of the most interesting in relation to voronoi diagrams). However, as I wrote before, I find far more intriguing the idea of using an algorithm that can simulate a process of growth for that scope (lets call it a 'growing algorithm'). Therefore I continued my research in that direction by employing a cellular automaton script (same one I used on the space_sound project). So I developed a process, or 'recipe' that can be described by the following steps:
a. a 2d cellular automaton script is executed, with a random or pre-defined initial configuration of cells.
b. every generation of the ca is stacked on top of the previous ones creating this way a 'progression' of active cells.
c. the centers of the active ca cells are used in order to generate the voronoi diagram. The limit of that diagram is defined by the limits of the outer active cells of each generation of the ca.
d. the edges of the voronoi cells are used as the structural system.
e. a smoothed version of the voronoi cells is used in order to define enclosed space.

The above described process is employed in the design of a specific project displayed here (a transportation node + shopping mall downtown St. Louis). For the needs of this project an extra element is added to those of the structure and the enclosed space: a transparent skin wrapped around the composition. Fibercarbon for the structure and ETFE pillows for the skin are proposed as materials.



I think that, independently from the final result, the most interesting part of the project lies in the initial process described in the beginning. A 'growing algorithm' that will help us understand architecture as a growing organism that almost have a life of its own. An idea by no means new (look for example the metabolists or the 'urbican fever' - or fever in urbicand, whichever is the translation in english) but which becomes far more easy to work with through the computer.
More things are to follow on that subject... hopefully...
more information here

Space_Sound

Friday, August 24, 2007 § 0

Space_Sound is a study on the work of composer and architect Iannis Xenakis. The study took the form of an interactive web site (which can be seen here. However there are still some problems with the page so it might not display correctly).


Iannis Xenakis used extensively computation and mathematics in order to create music. The initiative for this project was that while Iannis Xenakis is widely acclaimed and studied as an innovator in avant guard music, his work is not extensively examined in relation to architecture, and when that is done the focus is always on his architectural designs and mostly on the Philips Pavilion. However, Xenakis in his writings was always underlining that his methods in composition are not only applicable to music, but also to the visual arts and most notably to architecture.

Xenakis’ musical scores are composed in such a way that they have an underlying spatial dimension. His scores and diagrams for his compositions share very little resemblance to conventional musical sheets, while they could be undoubtedly “read” as spatial diagrams and architectural blueprints.

Xenakis was one of the first researchers to use computers in his musical/mathematical explorations. With a delay of some decades, the use of the computer in composition reached also the field of architecture and eventually led to a more constant, or more obvious, impact of mathematics to architecture. The architectural avant guard today has to deal with, up to a certain extent, with mathematical or computational processes like cellular automata, L-systems, stochastic process and boolean algebra, all methods employed earlier by Xenakis in his work.

Having the above in mind, Xenakis’ work could prove itself extremely helpful in relation to the questions that computation is posing to architecture today. More specifically, Xenakis’ work could provide insights for architectural practice in relation to the computers in two ways:

a. First in a theoretical level. Xenakis provides a very extensive philosophical and theoretical background for his work through his writings, which seems possible to be used also in relation to architecture today.

b. Secondly in a design oriented level. Iannis Xenakis started to use mathematics and computers as his tools for composition in the beginning of the 1960’s and continued this research until the end of his life. Therefore his work has to offer a great variety of methods, techniques and processes for the musical composition. Given the fact that Iannis Xenakis’ way of working with music was based on ‘spatial’ techniques and visualization of his ideas through drawing, a study of his projects could offer precious insight for architectural design. In addition to that, the introduction of those spatial qualities in Xenakis’ research that focuses on sound, arises questions on the relation between space and sound and how the one discipline can offer resources to the other.

So, space_sound consists mainly of visual representations of several methods that Xenakis employed in his work. Through scripting concepts and mathematical ideas like boolean algebra, alleatory distribution of points on a plane, brownian motion, cellular automata etc. are used in order to create small animations that are trying to explore the spatial or architectural qualities that those concepts can activate.

Some direct links to the animations:

brownian motion

aleatory distribution of points on a plane

cellular automata

boolean algebra

Voronoi Study, part_02

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This is a first attempt to use the voronoi diagrams for a specific design. The initial set of points is defined by the program requirements. The edges of the voronoi cells become the structure, while a first idea for enclosed space was to use again the voronoi cells (in a 'smoothed' version) as clusters of space in a configuration that resembles the relation of bones to organs. This project though was not developed further...
more info here

Voronoi Study, part_01

Friday, March 2, 2007 § 3


A voronoi diagram is a way of decomposition or subdivision of space based on an initial set of objects or points (for more information http://en.wikipedia.org/wiki/Voronoi). Voronoi diagrams have countless applications from statistics to biology and urban planning. Lately they are becoming ‘popular’ also in architectural design. There is indeed a number of reasons making voronoi diagrams useful in architectural design:
a. Their structural properties, both in 2d and 3d.
b. As a way to subdivide/organize space, based on proximity/closest neighbor.
c. The fact that they can describe many natural formations, like soap bubbles, sponges or bone cells.


There are two problems arising though. The first is a method to construct them. It looks that the most reliable solution until know is Qhull (http://www.qhull.org/) , in relation to rhino or generative components. Rhino script could be another option.



What is more interesting though is the problem of defining the initial set of points. Of course there can be several different solutions, for example program requirements. Although, it would be far more interesting to use voronoi diagrams in relation to a growing process, for example cellular automata or l-systems. That could produce dynamic voronoi diagrams, and at the same time would be closer to their mathematical/algorithmic nature, by defining a specific simple set of rules for the generation of the initial set of points, in a similar way that the points are defining the voronoi diagram.



Readings:

-Aranda, B., Lasch, C. Tooling New York: Princeton Architectural Press, 2006.
-Bollobas, B., Riordan, O. Percolation Cambridge: Cambridge University Press, 2006.
-Kim, M.S., Shimada, K., (eds.) Geometric Modeling and Processing – GMP 2006 Berlin: Springer, 2006.
-Klein, R. Concrete and Abstract Voronoi Diagrams Berlin: Springer-Verlag, 1987.
-Okabe, A., Boots, B., Sugihara, K., Chiu, S.N. Spatial Tessellations, Concepts and Applications of Voronoi Diagrams West Sussex: John Wiley & Sons Ltd, 2000 (f.e. 1992).

more info here

Design for a new school of architecture, ku campus

Friday, February 9, 2007 § 2

A studio project, for a new school of architecture for the KU.
The idea begun from Frei Otto's studies of lattice structures with rigid joins, and became a study of how a structural system can 'overcome' its main property (that of being structurally efficient) and became a system that is at the same time an 'ornamental' element and the element that defines spaces (and of course the structural system as well). Also an attempt to see how this complexity can be fitted inside (and used in order to define) a volume as simple as that of a box.

At any case Frei Otto’s work is still an endless field of inspiration.












Project for a Garden.

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Technological developments have multiple results in relation to architecture. The ability to observe at the micro level surely falls into those developments. Cells and microbiological structures are offering a whole new world that can help as develop new spatial relationships, understand space in a different way. And that goes well beyond mere formal explorations. Cells of course are displaying unique forms that could be transferred to architecture, but are also displaying ways of organization, ecological strategies and extremely efficient structural systems, all of which can inform architecture in different levels.

This project begun from a cell: xylem vessels. Through detailed 3d modeling, animation and study of its properties it finally led to a design for a garden. More specifically to a system of rain collectors that could be installed in a garden. Xylem vessels are plant cells used in order to transfer water from the ground to the higher parts of the plant. That cell structure is eventually developed/transformed into the rain collector, which is also transferring water, this time following the opposite direction: top>bottom instaid of bottom>top.

more info here

Para*site. St Louis Follies Competition. 2nd price.

Sunday, February 4, 2007 § 1

A rather 'fast' project, for the st louis follies competition (http://www.stlfollies.com/index.html) developed with Katerina Tryfonidou.

The competition was a call for installations (for downtown St. Louis) that were supposed to host art exhibitions. Our proposal had to do with the idea of a growing organism that takes over city spaces. Close to the idea of the follies, since there is no specific need for the creation of the organism, the idea of a parasite that uses existing city structures in order to be developed is by no means new to architecture (urbican fever is a very interesting illustration of that ‘architect’s dream’). What makes that idea rather important today though, is that trough scripting we are becoming able to create self-referential organisms that are actually following growth patterns (the L-systems are a good example). In urbican fever the architect is finding that cubic device, he brings it to the city, and then the device starts growing according to its own logic, without the architect being able to intervene. It is a totally ‘interior to the device’ logic that is responsible for the growing pattern. Similarly in the various experiments taking place today with L-systems, cellular automata etc, the architect is in a similar position: He defines the initial rules, the first generation, and then he can only stay back and watch the growing process, which he is rather unable to predict in the first place. And that’s where the whole thing becomes so interesting.


Our project is a rather primitive attempt. A simple honeycomb structure is growing and changes colors, according to the game of life set of rules. Only that the automaton is not totally an ‘automaton’, that is people by entering the structure, can change the state of a cell and therefore affect the whole process. Well, a theme that has to be developed more in the future….

more here