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Question on waves propagation from a moving frame

  1. Jun 5, 2012 #1
    In my book on waves, it is said that, given a flexible string under tension, a derivation of the transverse velocity v can be given by viewing the string in a frame moving uniformly with a velocity equal to that of the wave itself. The velocity can be found by requiring the uniform tension of the string give rise to a centripetal force on an element [itex]\Delta s [/itex] of the string so to produce a circular motion. I seem to be lacking the physical intuition behind this situation. I don't quite understand how the centripetal motion arises: aren't the oscillations supposed to be transversal?
     
  2. jcsd
  3. Jun 5, 2012 #2
    Maybe it meant in the complex plane. One sinusoidal oscillation along the real number axis plus another sinusoidal oscillation along a perpendicular imaginary number axis would form uniform circular motion in the combined complex plane (real numbers being a subset of complex numbers).
     
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