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Sketch an energy-versus-position diagram. Complementary to Figure 10.4, showing valence hole motion a conduction electron participation in an operating pnp transistor.

Short Answer

Expert verified

The following sketch shows the movement of the electrons and holes.

Step by step solution

01

Given data

Electrons have energy.

02

Definition of electron

A subatomic particle with a negative charge is called an electron. It can either be free (not attached to any atoms) or bonded to an atom's nucleus. Atomic electrons are organised into spherical shells with different radii to represent different energy levels.

The energy held within an electron increases with the size of the spherical shell.

03

Draw the Energy versus Position Diagram

The following sketch shows the movement of the electrons and holes.


As we can see, most of the holes float upward and goes to the collector, only a small fraction will combine with electrons in the base and goes back to the emitter input circuit.

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Most popular questions from this chapter

For the four kinds of crystal binding โ€“ covalent, ionic, metallic, and molecular- how would the destiny of valence electrons vary throughout the solid? Would it be constant, centered on the atoms, or largest between the atoms? Or would it alternate, with a net charge density positive at one atom and negative at the next?

Question: - A semimetal (e.g., antimony, bismuth) is a material in which electrons would fill states to the top of a band the valence band--except for the fact that the top of this band overlaps very slightly with the bottom of the next higher band. Explain why such a material, unlike the "real" metal copper, will have true positive charge carriers and equal numbers of negative ones, even at zero temperature.

The accompanying diagrams represent the three lowest energy wave functions for three "atoms." As in all truly molecular states we consider, these states are shared among the atoms. At such large atomic separation, however, the energies are practically equal, so anelectron would be just as happy occupying any combination.

(a) Identify algebraic combinations of the states (for instance, 5+11/2+11/2 ) that would place the electron in each of the three atoms.

(b) Were the atoms closer together, the energies of states 1.11, and III would spread out and an electron would occupy the lowest energy one. Rank them in order of increasing energy as the atoms draw closer together. Explain your reasoning.

In Figure 10.24, the band n = 1 ends at k=4ฯ€L, while in Figure 10.27 it ends atฯ€a. Are these compatible? If so, how?

What are the some of the properties of fullerenes that make them potentially so useful?

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