critical analysis of the absence of interior - Bilkent University
critical analysis of the absence of interior - Bilkent University
critical analysis of the absence of interior - Bilkent University
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3D objects include ‘planes’, ‘volumes’, ‘quadric surfaces’ and ‘3D symbols’ as<br />
Szalapaj (2001) mentioned (Figure 3.2). To begin with, ‘planes’ are defined with<br />
three non-collinear points that are flat and are constructed simply by creating a 2D<br />
form and extruding this form. Next, ‘volumes’ are drawn by providing parameters<br />
like length, width, height, radius to predetermined 3D volumes existing in most <strong>of</strong><br />
<strong>the</strong> CAAD s<strong>of</strong>tware. Some <strong>of</strong> <strong>the</strong> examples <strong>of</strong> ‘volumes’ include; blocks, spheres,<br />
hemispheres, cones and cylinders. ‘Quadric surfaces’ are generated from conic<br />
sections which are <strong>the</strong> 2D shapes formed when a plane cuts a cone at various angles.<br />
Later on, <strong>the</strong>se sections are rotated 180 degree through an axis while generating a<br />
surface. Spheres, ellipsoids, hyperboloids and paraboloids are some <strong>of</strong> examples <strong>of</strong><br />
<strong>the</strong>se 3D objects (Szalapaj, 2001). Finally, ‘3D symbols’ are similar to 2D symbols<br />
and mostly created by users. While <strong>the</strong>se symbols reduce <strong>the</strong> memory size <strong>of</strong> <strong>the</strong><br />
models, each symbol can also carry additional information about <strong>the</strong>ir cost, size, etc<br />
(Szalapaj, 2001).<br />
Figure 3.2 3D CAAD objects<br />
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