Rotary Eddy-Current Disc Brake: Torque vs RPM
Interactive rotary eddy-current (Foucault) disc brake: a fixed magnet pole faces a spinning conductive disc, and braking torque is computed by numerically integrating the local force-velocity curve across the radius the pole sweeps. Tune conductivity, flux density and air gap.
This simulation models a rotary eddy-current (Foucault) disc brake — the contactless braking principle used in dynamometers and rotary brakes, distinct from a linear rail brake because every point of the spinning disc under the fixed magnet pole travels at a different linear speed. Braking torque is computed by numerically integrating a local force-velocity stress function, v(r) = ω·r, across the radius the pole footprint covers (Simpson's rule over 40 radial slices), rather than plugging a single velocity into one formula. Switch between copper, aluminum and steel discs, and adjust flux density and air gap, to see how each reshapes the torque curve and the spin-down time.
Interactive 2D rotary eddy-current (Foucault) disc brake: a fixed magnet pole faces a spinning conductive disc, and braking torque is computed by numerically integrating the local force-velocity stress curve across every radius the pole footprint sweeps, since v=ωr varies across the pole face. Tune conductivity, flux density and air gap and watch the live stress heat-map and spin-down.
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install