Chapter 37: Problem 15
How do type I and type II superconductors differ?
Chapter 37: Problem 15
How do type I and type II superconductors differ?
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Get started for freeIntegrating Equation 37.5 over all energies gives the total number of states per unit volume in a metal. Therefore, integrating from \(E=0\) to \(E=E_{\mathrm{F}}\) - that is, over the occupied states only-gives the number of conduction electrons per unit volume. Carry out this integration to show that the electron number density is given by $$n=\left(\frac{2^{9 / 2} \pi m^{3 / 2}}{3 h^{2}}\right) E_{\mathrm{F}}^{3 / 2}$$
Why is the exclusion principle crucial to the existence of stable molecules?
A molecule with rotational inertia \(I\) undergoes a transition from the lth rotational level to the \((l-1)\) th level. Show that the wavelength of the emitted photon is \(\lambda=4 \pi^{2} I c / h l\)
A molecule absorbs a photon and jumps to the next higher rotational state. If the photon energy is three times what would be needed for a transition from the rotational ground state to the first rotational excited state, between what two levels is the transition?
Would you expect solid hydrogen to conduct electricity? Why or why not?
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