Periodic Motion and Waves Flashcards
Is the relationship between wavelength and frequency linear?
No, because v = wavelength * frequency and when you plot a graph of wavelength and frequency, you got frequency = v/wavelength so it looks more like y = 1/x graph
If an object has changing speed, is kinetic energy conserved?
Nope
If there is an external force acting on a pendulum, is momentum conserved?
Nope, external forces like gravity and tension do not conserve momentum
If an object does not have conserved kinetic energy, can it still have conserved momentum?
No because if kinetic energy is not conserved like if speed keeps changing then that means momentum is changing too because p = mv
How do you find tension when a pendulum is swinging through the lowest point?
F(tension) - F(gravity) = F(centripetal)
T - mg = (mv^2)/r
This is because the pendulum is swinging in the arc of a circle
In a standing wave, where is the antinode?
It’s where the amplitudes are
In a simple harmonic oscillation, where is kinetic energy and potential energy at there maximum?
Kinetic energy at maximum when it is at equilibrium.
Potential energy at maximum when it is at maximum amplitude.
Are frequency and period dependent or independent of amplitude in SHO?
Independent
As a mass moves from initial amplitude to equilibrium, what happens to the speed and acceleration?
Speed increases and acceleration decreases
What is the equation for period of spring system?
T = 2pi* sqrt(m/k)
What is the equation for period of pendulum system?
T = 2pi* sqrt(L/g)
What are the units for spring constant (K)?
N/m or kg/s^2
A pendulum swings one complete cycle and returns to maximum height, when the cable is cut, what happens to the velocity of the pendulum object?
v = 0 at this point because it is at maximum height and because the only force acting on it is gravity now (no more tension), the object will fall straight down
Where in a cycle of a pendulum is the kinetic energy equal to the potential energy?
Halfway between the KE max and PE max. So at t = pi/4, 3pi/4, 5pi/4, 7pi/4
How are standing waves formed?
Waves of equal amplitude traveling in opposite directions