A horizontal piston-cylinder system containing n mol of ideal gas is surrounded by air at temperature T 0 and pressure p 0 . If the piston is displaced slightly from equilibrium, show that it executes simple harmonic motion with angular frequency ω = Ap 0 / MnR T 0 , where A and M are the piston area and mass, respectively. Assume the gas temperature remains constant.
A horizontal piston-cylinder system containing n mol of ideal gas is surrounded by air at temperature T 0 and pressure p 0 . If the piston is displaced slightly from equilibrium, show that it executes simple harmonic motion with angular frequency ω = Ap 0 / MnR T 0 , where A and M are the piston area and mass, respectively. Assume the gas temperature remains constant.
A horizontal piston-cylinder system containing n mol of ideal gas is surrounded by air at temperature T0 and pressure p0. If the piston is displaced slightly from equilibrium, show that it executes simple harmonic motion with angular frequency ω = Ap0/
MnR
T
0
, where A and M are the piston area and mass, respectively. Assume the gas temperature remains constant.
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If an object is accelerating, it must be experiencing a nonzero ΣF
If an object is remaining at rest, it must be experiencing zero ΣỄ
If an object is moving, it must be experiencing a nonzero ΣỄ
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