|Share this thread:|
Dec8-10, 09:28 PM
A transvers wave pulse travels to the right (+x direction) along a string with a speed v=3m/s. At t=0, the shape of the pulse has the form:
f(x)=Ae^-(x^2/b^2), where A=3m and b=2m.
a) Plot the variation of f(x) with x at t=0.
b) What will the mathematical description of the pulse as a function of time, f(x,t), assuming that the pulse moves without changing its shape.
c)Sketch the profile of the wave pulse at t=2s.
I'm guessing the position with time is dependant on the velocity, but I'm totally confused at what the variation will even look like, as i've never come across an exponential to x^2 function before.
Thanks for looking.
|Register to reply|
|Traveling Wave Model: transverse wave on a string||Introductory Physics Homework||8|
|Transverse wave||Introductory Physics Homework||0|
|Transverse wave pulse||Introductory Physics Homework||2|
|Wave equation, transverse wave||Introductory Physics Homework||3|
|Difference between people 'doing the wave', and a transverse wave?||Introductory Physics Homework||11|