Another important type of friction drive consists of two discs with perpendicular axes, arranged so that the edge of one wheel presses against the flat face of the other. Friction between the two wheels causes torque applied to one wheel to be transferred to the other. The
mechanical advantage of the system is determined by the ratio
r between the radius
R1 of the first wheel and the distance
R2 on the second wheel between its axis and the point of contact. If the first disk is mounted so that it can slide along its shaft, the radius
R2, and therefore the ratio
r, can be varied continuously even while the disks are rotating. The system is then a
continuously variable transmission. One problem with this design is that the inner and outer edges of the first disk are moving at the same speed, but the speed on the surface of the second disk increases proportionally with distance from the axis. This speed mismatch causes considerable friction at the edges of the first disk, wearing it out and wasting mechanical power as heat. Since these effects are proportional to the contact pressure and to the relative speed of the rubbing surfaces, they limit the torque and rotational speed that can be transferred. This kind of friction drive was once employed in early
automobiles, but today the system is most commonly used on
scooters, particularly go-peds, as a substitute for a chain and gear system. It is mechanically identical to a
ball-and-disk integrator, but is designed to handle higher
torque levels. ==Applications==