simple harmonic motion Flashcards
pressure
force / area Pascals
increasing force = larger pressure
increasing area = smaller pressure
compression
more pressure
peak above x axis
rarefraction
less pressure
peak below x axis
less molecules than atmospheric pressure w/ no sound
wave
a disturbance within a medium that propagates w/ a velocity that depends on the medium
longitudinal wave
energy is transported through the medium w/out permanently transporting matter
sound
medium
any material that has:
mass - therefore inertia
stiffness - therefore restoring forces
a material that has these 2 can vibrate
simple harmonic motion
simplest form of vibratory motion
what does shm require
2 properties of objects
mass
stiffness
spring-mass system
spring mass at rest = equilibrium
w/ external force = spring extended
after removing external source = spring compressed
restoring force pulled it back beyond equilibrium –> makes it continue oscillating
hooke’s law
the restoring force is proportional to the displacement
when this condition is satisfied, the object undergoes SHM
quantifying shm
described by a periodic fucntion sine
more complex motions or signals can be represented as a sum of many sine waves - fourier analysis
visual representation of shm
x axis = distance or time
y axis = displacement, amplitude, or pressure
parameters of shm
amplitude - how big
frequency - how fast
inverse of period - how long
phase - when (where in the cycle)
amplitude
measure of magnitude of the oscillation
period
time taken to complete one full cycle of motion
measured in units of time