- #1
sfsy1
- 18
- 0
max [tex]\mu[/tex]s is always larger than [tex]\mu[/tex]k.
i think it's proven experimentally, but why exactly is this so?
i think it's proven experimentally, but why exactly is this so?
The static friction constant is a measure of the amount of force required to overcome the initial resistance between two surfaces at rest. On the other hand, the kinetic friction constant is a measure of the force required to maintain the motion between two surfaces that are already in motion.
The kinetic friction constant is always lower than the static friction constant because it takes less force to maintain motion than it does to overcome the initial resistance and start motion. The two constants are related by the equation: μk = μs * N, where μk is the kinetic friction constant, μs is the static friction constant, and N is the normal force acting between the two surfaces.
The static and kinetic friction constants are affected by the type of surfaces in contact, the roughness of the surfaces, and the amount of force pressing the surfaces together (normal force). The coefficient of friction, which is a measure of the friction constants, also depends on the materials and their properties.
The friction constants can be measured experimentally by using a device called a friction tester. The tester applies a known force to the surface and measures the amount of force required to start or maintain motion. The ratio of these forces gives the friction constants.
Yes, the friction constants can change over time due to wear and tear on the surfaces, changes in temperature, or the presence of lubricants. The constants can also change if the surfaces are altered or if the materials are replaced with different ones.