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14 Cards in this Set

  • Front
  • Back

Work

Force multiplied by distance moved in the direction of the force

KE

the energy possessed by an object by virtue of its motion

What if theta is > 90 between force and distance

work is negative


e.g friction opposes direction of motion, so negative work done on object

GPE

The energy possessed by an object by vitue of its position in a gravitatonal field

EPE

Energy possess by an object by virtue of its deformation

EPE formula

1/2 fx


1/2k x ^2


1/2 F^2 / k

Power

Rate of energy transfer. If energy transfer done by work then it is rate of doing work

Dissipatieve forces

Forces which lead to a loss in mechanical energy in a system. E.g friction, fluid resistance

Internal energy

Sum of random kinetic and potential energies of individual particles in system. (thermal energy)

energy transfer with friction

work against friction/ dissipative force results in energy transfer to random motion of individual particles / internal energy

compare usefulness of internal energy vs KE/PE of whole system

motion in KE is ordered. PE requires all particles in system to have been displaced in ordered way. However, no way of coaxing randomly vibrating moelcules to move in same direction -> therefore energy is less useful

internal energy for skydiver

drag results in transfer of energy to eddy motions in air which dissipate into internal energy of air molecules. At terminal speed, the rate of loss of GPE is equal to rate of increase in atmospheric internal energy

'analyse' energy transfer meaning

Means give an energy transfer equation with all value calculated

efficiency

Fraction of input energy which is usefully transferred