Stribeck curve

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Stribeck curve with friction µ versus speed v

The Stribeck curve describes the course of the friction force as a function of the friction speed in the case of hydrodynamic friction . It is named after the German researcher Richard Stribeck , who u. a. dealt with problems of material hardness and shaft bearings and published this curve in 1902.

properties

The main areas of the Stribeck curve are:

If there is no relative movement, there is static friction. As soon as a force acts that is greater than the static friction force F H , the contact points break open and the relative movement begins. The friction is high and initially little dependent on the speed, as long as the molecules of the lubricant can be completely displaced at the newly formed contact points - solid-state or boundary friction prevails. If this is no longer the case at higher relative speeds, i.e. at least a few molecules of the lubricant separate the base body from the counter body even on the roughness hills, then the friction drops drastically. The friction within the lubricating film (hydrodynamic or elasto-hydrodynamic friction) increases approximately linearly with the speed (III). The transition from mixed friction to fluid friction is called the notch point. In principle, the wear is lowest in the area of ​​fluid friction.

See also

Individual evidence

  1. Richard Stribeck: The essential properties of plain and roller bearings . In: Journal of the Association of German Engineers , vol. 46 (1902), pp. 1341–1348, 1432–1438 and 1463–1470.

Web links