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Now that we understand the geometric implications of a
normal it is easy to figure out how to transform them.
On a facetted planar surface vectors in the tangent plane can be computed using
surface points as follows. Normals are always orthogonal to the tangent space
at a point. Thus, given two tangent vectors we can compute the normal as follows:This
normal is perpendicular to both of these tangent vectors.
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| See the "Links" link above to find out the sources of the proposed informations Pascal Vuylsteker / eScience / Computer Science / ANU |
Last modified: 20/4/2004
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Send your comments at : <Hugh.Fisher@anu.edu.au> |