Module

This blog supports and materialises the development process of a new 12 week Digital Architecture and Fabrication module at the University of Nottingham. It is a common place for students to source information discussed during studio and seminar tutorials. Individual student blogs are linked to this page and together they form a small cohort of designers and researchers investigating architecture through advanced technology.

Thursday 28 October 2010

Knot_reciprocal structure




good luck knot



Reciprocal Frame Architecture by Olga Popovic Larsen

A reciprocal frame is a class of self-supporting structure made of three on more beams and which requires no center support to create roofs, bridges or similar structures.A reciprocal roof is assembled by first installing a temporary central support that hold the first rafter at the correct height. The first rafter is fitted between the wall and the temporary central support and then further rafters are added, each resting on the last. The final rafter fits on top of the previous rafter and under the very first one. The rafters are then tied with wire before the temporary support is removed. The failure of a single element may lead to the failure of the whole structure. [wikipedia]







Digital Reciprocal Frame Canopy by Marco Vanucci

Knot_tiling


Classic Knot Tables_Knots on the Web



These images were generated with software other than KnotPlot. The link pictured here is an infinitely complex link consisting of an infinite number of unknots. Each unknot has five-fold symmetry about its centre.


the local curvature: the turtle is connected with a graph, defining the local curvature of the resulting curve



CurvatureTurtle.zip created by Lorenz Lachauer



The relation between local curvature and the curve shape,
taken from S. Wolframs book, p. 418

Wednesday 27 October 2010



Substrate An artistic watercolor visualization by J. Tarbell
Created by using the Processing visualization language to JavaScript, using the Canvas element.







in_Flux studio
-Geodetic address: 41° 51′ 20″ N , 87° 36′ 53″ W
-Political address: Chicago, Illinois, United States, North America
2010 University of Michigan Graduate Comprehensive Studios


Fractal_ Penrose tilings

L-system

The following images were generated by an L-system. They are related and very similar to Penrose tilings, invented by Roger Penrose.







As an L-system these tilings are called Penrose's rhombuses and Penrose's tiles. The above pictures were generated for n = 6 as an L-system. If we properly superimpose Penrose tiles as an L-system we get next tiling:






otherwise we get patterns which do not cover an infinite surface completely:

Parametrised Folding Modular Form


Jonas Coersmeier Design Studio at Pratt Institute School of Architecture


Infinite Turbulence designed by ivan delgado at Pratt Institute


Foldable Shading Devices


Glass Plate Bridge
Self Supporting Skins


Curved Origami

Tuesday 26 October 2010

Mathematical Knitting



Crocheting model V.S. Sea slugs, Flatworms and Nudibranches

Crafty Geometry

Mathematicians are knitting and crocheting to visualize complex surfaces
Science News, December 23 & 30, 206, Vol 170, p. 411-413
Erica Klarreich


Crochet model showing an Ideal Triangle, whose angles sum to zero degrees.


Mathematical Knitting
by Dr. Sarah-Marie Belcastro

Wednesday 20 October 2010

'Space Syntax Laboratory’ at UCL

http://www.spacesyntax.org/software/index.asp. .

“Space syntax is a theory about space and human behavior, which, together with tools and methods for analyzing human interaction in the built environment, examines the impact of accessibility in spatial layouts on behavior, communication and interaction”


http://udeworld.com/dissemination/publications/47-wayfinding-design/104-space-syntax.html

Wednesday 13 October 2010

Parametric Design: Conception or Component

How are parametric tools used in architectural design conception and for detailed component design? For instance, how does parametric modelling respond to design at different scales?

Monday 11 October 2010

Expandable Structures

I came across Chuck Hoberman's expandable structures  - they may be of some interest to you
http://www.youtube.com/watch?v=VY7WEXQaatA&feature=related