Free Electron Model of Metals

11.1 Free Electron Model of Metals
Learning Objectives
- Describe the classical free electron model of metals in terms of the concept electron number density
- Explain the quantum free-electron model of metals in terms of Pauli’s exclusion principle
- Calculate the energy levels and energy-level spacing of a free electron in a metal
Free Electron Model
| Practice 11.1.1 |
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| The Fermi energy corresponds to: |
| A. the maximum energy electrons can have in a metal at T = 0 K. |
| B. the maximum energy electrons can have in a metal at T = 0°C. |
| C. the minimum energy electrons can have in a metal at T = 0 K. |
| D. the minimum energy electrons can have in a metal at T = 0° C. |
| E. the number of electrons per unit volume between E and E + dE. |
Copper has a free electron density of 8.45 x 1028 /m3. What is the Fermi energy for Cu at T = 0?