Exam 41: Conduction of Electricity in Solids

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Which one of the following statements concerning electron energy bands in solids is true?

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The Fermi-Dirac probability function P(E) varies between:

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Which of the following is NOT true when a back bias is applied to a p-n junction?

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The energy gap (in eV) between the valence and conduction bands of an insulator is of the order:

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At room temperature kT is about 0.0259 eV. The probability that a state 0.50 eV above the Fermi level is occupied at room temperature is:

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The contact electric field in the depletion region of a p-n junction is produced by:

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For a pure semiconductor the Fermi level is:

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A light emitting diode emits light when:

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Ther Fermi energy of a metal depends primarily on:

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The energy level diagram shown applies to: The energy level diagram shown applies to:

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The density of states for a metal depends primarily on:

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A certain material has a resistivity of 7.8* 103 Ω\Omega .m at room temperature and it increases as the temperature is raised by 100 °\degree C. The material is most likely:

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In an unbiased p-n junction:

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For a pure semiconductor at room temperature the temperature coefficient of resistivity is determined primarily by:

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For a metal at room temperature the temperature coefficient of resistivity is determined primarily by:

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Application of a forward bias to a p-n junction:

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Electrons in a full band do not contribute to the current when an electric field exists in a solid because:

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If E0 and ET are the average energies of the "free" electrons in a metal at 0 K and room temperature respectively, then the ratio ET/E0 is approximately:

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A sinusoidal potential difference Vin = Vmsin( ω \omega t) is applied to the p-n junction as shown. Which graph correctly shows Vout as a function of time?  A sinusoidal potential difference V<sub>in</sub> = V<sub>m</sub>sin(  \omega  t) is applied to the p-n junction as shown. Which graph correctly shows V<sub>out</sub> as a function of time?

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In a metal at 0 K, the Fermi energy is:

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