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Work
-Energy transferred to an object when a force acting on the object moves a distance
-must be parallel to displacement
Positive work
Force and distance are in the same direction
Negative work
Force and distance are in opposite direction
Zero work
Force or displacement are zero, force and displacement are perpendicular
Work energy theorem
Total work done on an object equals the change in the object’s kinetic energy, provided there is no change in other forms of energy
Kinetic energy
Energy of an object in motion
Law of conservation of energy
For an isolated system, energy can be converted into different forms, but never created or destroyed
Closed system
system that doesn’t lose or gain energy
Open system
System that exchanges energy with its surroundings
Total mechanic energy
Sum of kinetic, gravitional potential, and elastic potential energy
Thermal energy
The internal energy associated with motion of atoms and molecules
Hooke’s Law
Magnitude of force exterted by a spring is directly proportional from the distance the spring has moved from rest
Simple harmonic motion
Back and forth motion that would occur if no friction were present
Thermal energy
Energy associated with motion of atoms and molecules
Force constant, K
How strong a spring in
Ideal spring
No friction in a spring
Elastic potential energy
Energy stored in an object through stretching, compressing, and Torsion
Damping
Friction on SHM
Over damped
Return to rest slowly
Under damped
Go back and forth slower and slower until at rest
Critically damped
Go back to rest quickly
Perpetual motion machine
Machine that can operate forever without restarting
Gravitational potential energy
Energy due to elevation above a reference point
Elastic collision
Kinetic energy and momentum are conserved
Inelastic collision
Momentum is conserved, energy is not
Completely inelastic
Objects stick together after collision
When is momentum not conserved
When there is no external force acting on the object
Linear momentum
Momentum in a straight line
Impulse
Change in momentum