Performance Sport

Cycling Aero-Suit Drag Area & Wattage Saving Predictor

Ten watts sounds transformative. At constant power it is a third of a km/h, because speed only recovers as the cube root of drag.

Rider & Conditions Baseline
m²

From wind tunnel or field testing in the reference kit.

km/h
kg/m³
km
Suit Contribution Fabric & seams
%

From tripped-boundary-layer fabric and seam placement.

%

Power Saved

— W

Aerodynamic power the suit removes at race speed

Drag & Gain

Baseline Aero Power
— W
Drag Area in Suit
— m²
Drag Area Saved
— m²
Speed Gain
— km/h
Time Saved
— s

Aerodynamic power alone is modelled, so rolling resistance, drivetrain losses and any gradient are excluded — the speed gain and time saving are therefore optimistic, since the real rider is also fighting resistances the suit does nothing about. Fabric drag reduction is strongly speed-dependent because the tripped boundary layer only works over a band of Reynolds number: a fabric that saves 4% at 50 km/h can be neutral at 35 km/h and a penalty outside its range. It is also position-dependent, and any figure not measured on the rider in their own position is a guess. Competitive events have equipment regulations covering skinsuits — check them before specifying anything.

Cycling Aero-Suit Drag Area & Wattage Saving Predictor — free, with the formula and a worked example, at Textile School.