A cylinder of air has a volume ?0 = 1.00 L, a pressure ?0 = 1.00 atm, and a temperature of ?0 = 295 ?. It is oriented horizontally with ambient atmospheric pressure outside, with an 0.200 kg piston sealing the left side. The piston has face area ? = 0.01 m2 . The piston is displaced 0.1 cm to the right and then released; it begins to oscillate around its original position. Assuming the temperature of the gas is constant, find the angular frequency of oscillation of the piston. Hint: use the Taylor expansion 1/ (?+?0) ≈ 1/?0 − ?^2/?0
Que So Given le=laton , Area = 0.00002 Vo = I lipse mass - 0.2k8 -0.00/m3 that time period of piston - we know 11013254 0.0001 • To en n = 2* 0-2 x D100/ T= 1.84 X10% see] & frequency = 1 = (1 249) angular frequency (W) - 207 - 5.067x10 god, see 8064.542
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