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Chapter: 8 / Q: 6
Obtain an expression for the entropy per particle, in terms of temperature and density,
Chapter: 8 / Q: 7
Consider a homogeneous mixture of two ideal monatomic gases, at temperature T ,
Chapter: 8 / Q: 8
Under some conditions, the amplitudes of vibration of a diatomic molecule may be very large,
Chapter: 8 / Q: 9
The potential energy between atoms of a hydrogen mole- cule may be described by the Morse potential,
Chapter: 9 / Q: 1
What is the compressibility of a gas of free fermions at zero temperature?
Chapter: 9 / Q: 2
An ideal gas of fermions, with mass m and Fermi energy xT , is at rest at zero temperature
Chapter: 9 / Q: 3
Consider a gas of free electrons, in a d-dimensional space, within a hypercubic container of side L
Chapter: 9 / Q: 4
Show that the chemical potential of an ideal classical gas of N monatomic particles, in a container of volume V , at tem- perature T , may be written as
Chapter: 9 / Q: 5
Obtain an asymptotic form, in the limit T << TT , for the specific heat of a gas of N free fermions adsorbed on a surface of area A, at a given temperature T
Chapter: 9 / Q: 6
Consider a gas of N free electrons, in a region of volume V , in the ultrarelativistic regime. The energy spectrum is given by
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