An ideal gas, composed of classical particles of mass m, are in a cubic box at temperature t and pressure p. suppose that when particles are adsorbed at the bottom of the box, they can move freely in the plane with energy Īµs = p2m ā ā¬0, with > 0. assuming that the adsorbate is in equilibrium with the gas, obtain the number of adsorbed particles per unit area as a function of t and p; discuss your results.
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An ideal gas, composed of classical particles of mass m, are in a cubic box at temperature t and pre...
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