I am trying to calculate the max radius a circle can be and have it still
fit in a bounding box.
The difficult part of the question is that the circle is really a 3D object
ie it can be rotate about the x or y axis.
Ie imagine a plain circle drawn on the screen, now imagine your could
"push" the
iling list'
Subject: [Flashcoders] Calc max radius of a circle
I am trying to calculate the max radius a circle can be and have it
still fit in a bounding box.
The difficult part of the question is that the circle is really a 3D
object ie it can be rotate about the x or y axis.
Ie imagine
it will only affect the 'radius' measured along an axis perpendicular to
the rotation axis..to calculate those values you can just take two
points, one on each opposited edge of the circle, calculate where they
are in 3d space then project them onto your viewing plane..
but are you also concer
The difficult part of the question is that the circle is really a 3D
object
ie it can be rotate about the x or y axis.
A circle is a 2d object, do you mean a cylinder?
The radius would always remain the same, 1/2 the shortest side of the
box, or, if the box is aquare, call it 1/2 the wi
gt;>-Original Message-
>>From: [EMAIL PROTECTED] [mailto:flashcoders-
>>[EMAIL PROTECTED] On Behalf Of Robert Edgar
>>Sent: Tuesday, November 22, 2005 1:15 PM
>>To: 'Flashcoders mailing list'
>>Subject: [Flashcoders] Calc max radius of a circle
>
The difficult part of the question is that the circle is really a 3D
object
ie it can be rotate about the x or y axis.
Do you mean rotate into the "z" axis? X and Y are still just 2-D
spaces.
'rotating around the x-axis' is a perfectly reasonable statement for a 3D
object: rotate someth
The difficult part of the question is that the circle is really a 3D
object
ie it can be rotate about the x or y axis.
Do you mean rotate into the "z" axis? X and Y are still just 2-D
spaces.
'rotating around the x-axis' is a perfectly reasonable statement for
a 3D object: rotate someth
plane.
Jason Merrill | E-Learning Solutions | icfconsulting.com
>>-Original Message-
>>From: [EMAIL PROTECTED] [mailto:flashcoders-
>>[EMAIL PROTECTED] On Behalf Of Danny Kodicek
>>Sent: Wednesday, November 23, 2005 4:33 AM
>>To: Flashcoders mailing list
>
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