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Let's look at the human hearing mechanism for a moment. It has a very wide dynamic range:
   maximum for safe detection, without damage to ear
          delta-Pressure  P   ~   2.8 x 10^(+1)  Pascals
   minimum for detection   
          delta-Pressure  P   ~   2.8 x 10^(-5)  Pascals
Can you figure out the amplitudes of motion of the air molecules in the following two sounds?
The typical human eardrum has a diameter of about 8 mm. In ordinary conversation, the pressure fluctuations on the membrane of the drum have an amplitude of about 0.028 Pascals.
    Q:  What is the magnitude of the fluctuations
        in the FORCE exerted on the eardrum
        in ordinary conversation?
    Q:  Suppose we make a model of the eardrum
        by stretching a piece of plastic over
        the mouth of a bottle.  In order to
        exert a similar force on this plastic,
        we place an object on the plastic,
        so its weight presses down.
       
        What is the mass of an object which
        will exert the proper force?
       
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Fred's little brother Bobby is a real pain in the neck. He is always talking -- about baseball, comic books, Egyptian antiquities, flavors of ice cream -- he just won't be quiet. Fred decides to make the best of a bad situation: he builds a device to harness the power of Bobby's voice. A very thin panel 1 meter on a side converts the energy of the sound waves coming out of Bobby's mouth into electricity.
     Q:  Assume that Bobby talks at an ordinary
         volume, so the sound waves have a pressure
         amplitude of 2.5 x 10^(-2) pascals. 
         Estimate the power this device will
         produce.  
  
     Q:  Could it light an ordinary bulb?
     Q:  Fred builds a solar panel which is also
         1 meter on a side and places it outside
         on a sunny day.  Roughly how much 
         power does this panel produce?