A question about friction coefficients....

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When a body moves in one constant direction, it is not considered stationary in other directions, as friction can still act in those dimensions. If a force less than the static friction force is applied in the y direction while the body moves in the x direction, the friction opposing that force is classified as kinetic friction. The interaction between the surface and the body changes when the body is in motion, as the microscopic surface irregularities are no longer locked together. This means that friction behaves consistently across all directions when the body is in motion. Understanding these principles is crucial for analyzing friction in multi-directional contexts.
Andy Salter
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If a body is moving in one constant direction, is it considered stationary with respect to other directions? For example, consider a table. Let the surface of the table be defined by an x-y Cartesian plane. If the body is moving in the x direction on the table, and a force (< (μs * Fn)) is imposed in the positive y direction, does the friction acting in the negative y direction act through kinetic or static friction?

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