Chapter 7: Q38E (page 281)
A particle orbiting due to an attractive central force has angular momentum What z-components of angular momentum is it possible to detect?
Short Answer
The possible z-components of angular momentum are,
Chapter 7: Q38E (page 281)
A particle orbiting due to an attractive central force has angular momentum What z-components of angular momentum is it possible to detect?
The possible z-components of angular momentum are,
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Get started for freeConsider a 2D infinite well whose sides are of unequal length.
(a) Sketch the probability density as density of shading for the ground state.
(b) There are two likely choices for the next lowest energy. Sketch the probability density and explain how you know that this must be the next lowest energy. (Focus on the qualitative idea, avoiding unnecessary reference to calculations.)
Explicitly verify that the simple function can be made to satisfy radial equation (7-31), and in so doing, demonstrate what its angular momentum and energy must be.
An electron in a hydrogen atom is in the (n,l,ml) = (2,1,0) state.
(a) Calculate the probability that it would be found within 60 degrees of z-axis, irrespective of radius.
(b) Calculate the probability that it would be found between r = 2a0 and r = 6a0, irrespective of angle.
(c) What is the probability that it would be found within 60 degrees of the z-axis and between r = 2a0 and r = 6a0?
Calculate the electric dipole moment p and estimate the transition time for a hydrogen atom electron making an electric dipole transition from the
to the state.
Question: Explain to your friend. who has just learned about simple one-dimensional standing waves on a string fixed at its ends, why hydrogen's electron has only certain energies, and why, for some of those energies, the electron can still be in different states?
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