frustum

Each plane section is a floor or base of the frustum.

The tower is formed as a "frustum of a cone".

Often, objects lie on the boundary of the viewing frustum.

A bucket is an everyday example of a conical frustum.

This set may be further reduced via frustum culling.

Certain ancient Native American mounds also form the frustum of a pyramid.

It remains unknown how the Egyptians arrived at the formula for the volume of a frustum.

This allows us to use a paraboloid frustum where that form appears more appropriate than a cone.

However, actual instrument bores approximate a frustum of a cone.

Problems 10 and 14 compute a surface area and the volume of a frustum respectively.

The viewing frustum is a geometric representation of the volume visible to the virtual camera.

Further, a set of z-planes define the near and far bounds of the frustum.

The main chute suspension lines are pulled out from deployment bags that remain in the frustum.

Six story 72 ft. tower has frustum shape.

Values outside of this range correspond to points which are not in the viewing frustum, and shouldn't be rendered.

You'll find space abaft that, frustum of a cone, sort of.

Each is a hollow mast resembling a truncated cone (or frustum).

The height of a frustum is the perpendicular distance between the planes of the two bases.

Add a frustum (pyramid with the top cut off) below the prism and you get another infinite family, and so on.

Frustum of a wedge of the second type (used for applications in engineering)

The biconic is a sphere-cone with an additional frustum attached.

The perspective viewing volume is a frustum, that is, a truncated pyramid.

The frustum and drogue parachute continue on a separate trajectory to splashdown.

Geometric primitives that now fall completely outside of the viewing frustum will not be visible and are discarded at this stage.

The sphere-cone is a spherical section with a frustum or blunted cone attached.