A cylindrical canister fitted with a piston at one end contains an ideal gas and floats at the surface of a freshwater lake, where the temperature is 300 K. The gas pressure inside the canister is just enough to balance atmospheric pressure, and so the piston does not slide downward. Initially the canister volume is 3.24 L . The canister is lowered into the lake until it is 12.0 m below the surface, where the temperature is 280 K. Ignore friction and ignore the effect of gravity on the piston.
What is the change in entropy of the gas during this process?
the change in entropy of the gas = 3/2N * ln(Tf/Ti) + N * ln(Vf/Vi)
= 3/2 * ln(300/280) * 5.34 + 5.34 * ln(3.76)
= 7.625 J/K
A cylindrical canister fitted with a piston at one end contains an ideal gas and floats...
A cylinder filled with ideal gas is sealed by a piston that is
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The area of the top (or the bottom) of the piston is 100
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The top of the piston is exposed to the atmosphere, and the
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ideal gas law questions
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A sealed cylindrical pump contains one mole of an ideal gas. The
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The pump is thermally insulated from its surroundings. The
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I am not sure how to approach solving this problem. All
questions are part of Part 1. Any help would be greatly
appreciated!
Part I insulation A sealed cylindrical pump...
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A gas is confined to a cylindrical volume with a movable piston on one end. Initially, the volume of the container is 0.200 m3, and the gas is at 315 K. The gas is heated, but the piston is moved such that the temperature of the gas remains constant. (a) If there are 2.40 mol of gas in the container, write an equation for the pressure of the gas as a function of the volume of the container. (Assume SI...
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