Super
Ellipsoid
A SuperEllipsoid is a unique primitive which is derived from a square(0,0) and a sphere (1,1)that has modifiers which soften and tighten the edges to produce many different types of shapes.
Using:
The is an endless possibility of possible shapes that can be derived from different numerical combinations of both modifiers.N Modifiers of (0,0) produce a cube while modifiers of (1,1) produce a sphere. Expermiment with
![]() N1=0 N2=0 |
![]() N1=2 N2=0 |
![]() N1=0 N2=2 |
![]() N1=2 N2=3 |
Horizontal Slices: Adjust how many Horizontal slices there are in the initial cube. Shapes don't lose polygon count however during modification. Shapes with a higher polygon (slice) count appear smoother and react better with lighting.
Vertical Slices: Adjust how many Vertical slices there are in the initial cube. Shapes don't lose polygon count however during modification. Shapes with a higher polygon (slice) count appear smoother and react better with lighting.