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Understanding the definition of standing wave

  1. Aug 21, 2014 #1
    1. The problem statement, all variables and given/known data

    For standing wave, I have read that there are certain points on the wave that don't move at all, nodes. However, for a standing wave the shouldn't the resultant wave have no displacement because we now have two waves on the same rope with the same amplitude and frequency and according to the interference of waves we should add the amplitude of each wave to get the resultant wave. Since each wave has the same amplitude but in the opposite direction, that means the entire wave should not be moving right? Thanks for your help.
     

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  3. Aug 21, 2014 #2

    nsaspook

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    Watch this:

    https://www.youtube.com/watch?v=DovunOxlY1k
     
  4. Aug 21, 2014 #3
    I saw the part on standing waves but it still doesn't answer why isn't the wave simply a straight line. Why does it still bob up and down?
     
  5. Aug 21, 2014 #4
    Am I seeing this diagram correctly. Is the solid line the incident wave and the dashed line the reflected wave?
     
  6. Aug 21, 2014 #5

    nsaspook

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    I assume the diagram is the standing wave that results from the superposition of the forward and reflecting wave movements.
     
  7. Aug 21, 2014 #6
  8. Aug 21, 2014 #7
    Thanks for your time and effort nsaspook!
     
  9. Aug 21, 2014 #8

    BvU

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    Perhaps needy's understanding is helped by contemplating the following:

    Note that what's travelling in a wave is not the particles, air molecules, water molecules or what have you: these make small oscillations around some equilibrium position.

    A standing wave isn't bobbing up and down. It's standing. What's bobbing up and down is the what have you's that are passing on some form of energy that brings them away from their equilibrium position.

    A travelling wave is something of a misnomer: on the beach there isn't really a whole load of water coming at you. The water itself is making circular motions.
     
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