| 3-D Drawing: Modelling and Projection |
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Location: LKL Auditorium
Host/Speaker: Gary Woodley, Slade School of Art, University College London
Date and Time:
Tuesday, 17 April 2007, 18:00 - 19:30
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An LKL Maths-Art seminar
When using the concepts of geometry as a source to make three-dimensional art
works certain adjustments have to be made to one's thought processes. The
postulates of geometry are of surfaces without thickness and volumes without
substance. They are immaterial. In attempting to translate this information into
physical objects, situations or environments, then any surface must have a
thickness and therefore a volume, and any closed surface must have a volume or a
wall thickness. The paradoxes that can occur through this translation are of
particular interest for me, forming an initial point of departure, rather than a
frustration.
My primary concerns have remained with the coding,
distribution and orientation of edge, surface, volume and space through the use
of projective, descriptive and topological geometries, and predominately (since
1985) with extending my 'Impingement' series of architectonic drawings - large
scale immaterial forms thrown onto the given environment. The first of these
works were resolved through the development of simple 3-D drawing machines that
could generate spheres and ellipsoids, and could to some extent draw around
corners. These were extended by the incorporation of lasers and precision
positioning instruments that offered accurate planar configurations and allowed
for a larger scale. Around 1996, 3-D computer programs became more useful,
predominately as a ‘sketchbook' space where concepts and configurations could be
developed. More complex curvilinear forms could be explored, although initial
studies could only be realised in model form. Later, thorough site measurements
of rectilinear architecture were taken in order to build reasonably accurate
computer models of potential sites. Once the ‘impingement' form was determined,
a full scale paper pattern of all the flat surfaces of the site (floors, walls,
ceilings, windows) could be printed with all lines of intersection located. A
lot of paper, and slow in most cases, but it works. My current research is in
establishing a broader range of methods for measuring the more complex and
eccentric elements of architectural form, and then establishing a means of
projecting the modified information back onto the site.
All welcome. No reservation required, but an email to
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would be appreciated for planning
purposes
Visit the website and seminar archive: http://www.lkl.ac.uk/maths-art
Join the email list for
future seminar announcements: http://www.dcs.bbk.ac.uk/mailman/listinfo/lkl-maths-art
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