reflections
Can someone tell me how to put this algorithm "F = R(n,(0,1,0))T(-p)" into code? Oh, yeah the F stands for the whole operation, the R is for the rotation matrix, the n is for the normal of the reflector plane, and the T is the tranlslation matrix.
Thanks, Bino
Edited by - Bino on 9/16/00 1:48:31 PM
T(-p): T is a function that depends on p, it being the independent variable in the function... So the value for T(p) depends on p. Now, in order to reflect a function, you need to negate the dependent variable. That makes it flip on the other side of the y-axis. T(p) is the original function, and T(-p) is the reflection of the function. Now, to translate that into code, just replace the "x" value before you do any calculations, to "-x", and it should work. Hope this helps.
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That's just my 200 bucks' worth!
..-=gLaDiAtOr=-..
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That's just my 200 bucks' worth!
..-=gLaDiAtOr=-..
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