Direction of Force and Motion
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Power is the rate at which work is expended,
P = ΔU/Δt = dU/dt
Recall that work, dU, is simply the
force through the distance. If the force is constant, the can be written as
dU/dt = F · d(r)/dt
or simply,
Notice that the force and direction need to be parallel. The dot product forces the force vector and velocity vector to be parallel. |
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Mechanical efficiency is the ratio of the "energy out" to
the
"energy in" of a system. This accounts for energy lost due
to system in-efficiencies such as friction.
Efficiency can also be written in terms of power,
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