Essential University Physics
Essential University Physics
4th Edition
ISBN: 9780134988566
Author: Wolfson, Richard
Publisher: Pearson Education,
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Chapter 35, Problem 63PP
To determine

The degeneracy of first excited state of a quantum dot if it behaves as cubical 3-D square well.

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1. Assume that an electron is trapped in an infinite potential well of the size of an atom (10-10m). a. Compare the probabilities of observing the electron within a width of Ax=1.5x10-11m if the electron is in the fourth excited state n=5 vs. its ground state n=1. b. Compare the energy levels between these two states. c. Calculate the most likely position of the electron and its average position, when its in its fourth excited state n=5.
6. Consider an electron in a hydrogen atom in a state given by Y(t=0): √5 {0311(¹,0,9) +20 ³310 (¹, 0,9)} a. If you measured the energy what values can you get, and what is the probability of each? b. Find the expectation value of the L² c. Find (L) as a function of time.
2. Show that the probability density for the ground-state solution of the one-dimensional Coulomb potential energy has its maximum at x = a,.
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