Chapter 16 & 17 - oscillations and circular motion Flashcards
radian
angle measurement equal to the angle at the centre of a circle subtended by an arc length equal to the radius or approximately 57.3 degrees
centripetal force
net force which acts perpendicular to the direction of velocity, towards the centre of the circle
centripetal acceleration
the acceleration of the object is equal to the rate of change of velocity
period
time taken for an object to complete a full circle
simple harmonic motion
an oscillation, where the acceleration of the oscillator is directly proportional to the displacement from the equilibrium position and acts towards the equilibrium position
phase difference
the fraction of an oscillation between the position of two oscillating objects
damping
the process by which the amplitude of the oscillations decrease over time, due to energy loss to resistive forces such as drag or friction
how to investigate simple harmonic motion
mass on string. swing from maximum displacement. record period of one oscillation. use fiducial marker for stop/start reference
velocity of oscillator at a given time
find gradient of graph at that point.
maximum velocity of oscillation
equilibrium
when is an oscillation stationary
at amplitude points
maximum acceleration of oscillation
at amplitude points
when is acceleration equal to zero
when the oscillator is in equilibrium
energy transfers in simple harmonic motion
max kinetic energy at equilibrium point, where velocity is also a maximum.
maximum potential energy is at amplitude positions where displacement is at a maximum
light damping
e.g. pendulums. amplitude decreases exponentially