I am taking the basic physics class thru Udacity. This blog is my scratch pad and results as I work my way thru the class. In addition, I am refreshing myself on basic calculus
Thursday, July 19, 2012
Calculating the Coefficient of Friction using Inclined Plane
Given:
The normal force is always perpendicular to the plane supporting the mass
The y axis is perpendicular to the plane supporting the mass
The x axis is perpendicular to the y axis
mu is the dimensionless coefficient of friction
The mu before the object moves is a static mu
The mu after the object moves is a kinetic mu
The static mu is always greater than the kinetic mu
Force due to gravity toward the center of the earth is mg
Definition: General friction forces
F_{friction} = \mu {F_{normal}}
F_{gravity} = m g
F_{friction} = \mu m g
Definition: Forces acting on mass on inclined plane
So we now can use an adjustable inclined plane, raise the angle alpha until the object just breaks loose, measure the angle alpha, and set the static coefficient of friction equal to the tangent of angle alpha. Notice the static mu does not depend on:
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