Wave cross-sections of Wheel Paths shown to cup circles according to slope, in the context of hydroelectric generation evoke the cubodal wheel's use in non-rolling functions - in 2 very different but converging ways.

The first way pertains to artifacts that either cause, or are rotated by, fluid dynamical flow. In this context, more hitherto unidentified attributes of the cuboda are brought into play, namely the internally interwoven hexagonal planes.

Attention to the pattern the hexagon's represent,

in conjunction with cubodal wheel attributes described thus far, may model turbine design according to whether the turbine is acting or acted upon, whether liquid or gas is in play, or whether flow is perpendicular to, or aligned with, its axis.

Strategic inclusions or exclusions of planar elements - from the simplest examples shown to ones of high sophistication - will be required to attain effective design; and most likely will necessitate the cubodal pattern's innate sphericity coming into play.

In addition to hydroelectric applications first mentioned, the acted-upon category of turbines should also be applicable to Savonius-style vertical axis wind generators.

By the integration methods of Part 4, turbines that create flow may be incorporated into the transport template (with proper orientation) to make it generally applicable to craft that serve transporting functions in flight, on or under water. In addition to natural elongation in the direction of travel previously cited, the template's left/right symmetry about a vertical plane reinforces stabilization and control.

Of the differing wheel orientations applicable to turbine design, one also finds employment as a more operational, less transportive mobile artifact explored in Disc Orientation, topic 3 of Wheel Extrapolations.