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New trends in physics teaching, v.4; The ... - unesdoc - Unesco

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<strong>New</strong> Trends <strong>in</strong> Physics Teach<strong>in</strong>g IV<br />

Figure 14.<br />

So far, we have provided examples of s<strong>in</strong>gle reeds, but a double reed can be made from a plastic<br />

soda straw by cutt<strong>in</strong>g slits on either side at the end, as shown <strong>in</strong> figure 14b. Some practice is<br />

required <strong>in</strong> blow<strong>in</strong>g this device. It is said that chew<strong>in</strong>g the cut end between one’s molars so that it<br />

is flat greatly improves the response. Press the reed between the lips while blow<strong>in</strong>g - the range of<br />

pressure under which you can make the reed sound is restricted, and you need to blow rather<br />

hard. This is similar to the double reed <strong>in</strong> an oboe. As before, you can <strong>in</strong>sert it <strong>in</strong>to a paper cone<br />

or Styrofoam cup, to demonstrate how the cone matches the impedance of the <strong>in</strong>strument to the<br />

air, and hence greatly <strong>in</strong>creases the volume of sound. Now try cutt<strong>in</strong>g the tube of the reed pipes<br />

shorter and shorter. Note how the pitch of the reed goes up and at some po<strong>in</strong>t the reed stops<br />

function<strong>in</strong>g. Clearly, the air <strong>in</strong> the tube is necessary to the function<strong>in</strong>g of the reed, even though<br />

the length does not determ<strong>in</strong>e the pitch <strong>in</strong> the same way as it does for an open pipe. After<br />

cutt<strong>in</strong>g the pipe shorter, roll a tube of paper around the outside and tape it as shown <strong>in</strong> figure<br />

1 Sa. Slide the outer tube up and down. <strong>The</strong> pitch goes up and down as you slide the tube <strong>in</strong> and<br />

out and you can measure the frequency as a function of the length. Listen to the timbre of the<br />

note produced. It is almost a quack<strong>in</strong>g or bleat<strong>in</strong>g k<strong>in</strong>d of tone. This is because a puff of air is<br />

allowed <strong>in</strong>to the pipe each time the flap opens and closes, and such sharp puffs have a lot of high<br />

frequencies <strong>in</strong> them, <strong>in</strong> addition to the lowest frequency, or fundamental. Now, cut the corners<br />

off the paper reed, as shown <strong>in</strong> figure 15b. (Take care that the reed covers the tube - otherwise<br />

it wil not work.) Observe that the pitch goes up. <strong>The</strong> natural frequency of vibration of the reed<br />

is higher, the smaller the mass oscillat<strong>in</strong>g.<br />

Figure 15.<br />

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