Prof gave us this equation and question:
The equation of a transverse wave traveling in a rope is:
y=10sin*pi(0.01x-2.00t)
He said that x and y are expressed in cm, and time in seconds.
We are to:
A. find the amplitude, frequency(Hz), velocity(cm) and wavelength(cm) of the wave.
B...
I saw in a chapter on special relativity a derivation of the transverse Doppler effect, which seemed okay, but I have a question concerning this:
If the motion of a source is always perpendicular to the position vector connecting the observer to the moving source (i.e. the distance remains...
The transverse displacement of an harmonic wave on a stretched rope is y = 0.04 cos(2.5 t - 3.3 x), where x and y are in meters and t is in seconds. A 5 meter length of this rope has a mass of 1.5 kg.
a) What is the tension in the rope?
b) At time t = 0, consider a 1/2 wavelength long...
The diagram represents a snapshot of a standing transverse wave on a flexible string taken when the displacement is at a maximum. The string is 1.34 m long with tension 6 N. The total mass of the string is 12.22 g. Find the period of the oscillation.
The diagram is unlabeled. it just shows...
Here's my question (parts a-c are correct, but I need help with d and e):
Transverse waves on a string have a wave speed 8 m/s, amplitude .09 m, and a wavelength .38 m. The waves travel in the -x direction, and at t=0 the x=0 end of the string has zero displacement and is moving in the +y...
I don't recall what thread it was in but there was a comment that F = ma for a relativistic mass. I stated it was incorrect but did not provide a proof since it was a bit involved and too mathy for latex so instead of doing the latex out I made a new web page. For the derivation of the correct...
The transverse displacement of a harmonic wave on a stretched rope is y = 0.03 cos(2.7 t - 2.9 x), where x and y are in meters and t is in seconds. A 5 meter length of this rope has a mass of 1.5 kg.
**************
a) What is tension in rope?
b) At time t = 0, consider a 1/2 wavelength long...
The cyclotron forumla is derived here
See -www.geocities.com/physics_world/cyclotron.htm
That's a lot of work for something so simple. Recall that the relativistic force can be written as
equation. Recall that
F = M_t A_t + A_L M_L
where
M_t = transverse mass
A_t = transverse...