Modern Physics
Modern Physics
3rd Edition
ISBN: 9781111794378
Author: Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Publisher: Cengage Learning
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Chapter 5, Problem 17P
To determine

The expressions for phase velocity and group velocity.

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Let a⪯b⪯c⪯da⪯b⪯c⪯d be the variable ordering.ϕ=ϕ= a&b&d&!c|a&c&d|d&!b&!c|!dβ=β= a&b&c|!c a) Convert the formula ϕϕ to Shannon normal form. b) Convert the formula ββ to Shannon normal form. c) ψψ is obtained by replacing all occurences of the variable b by formula ββ in formula ϕϕ.Compute the ROBDD of ψψ by the Compose algorithm, and convert the result to Shannon normal form.
Q.1 Find the dispersion relation for electrostatic electron waves propagating at an arbitrary angle 0 relative to B,. Hint: Choose the x axis so that k and E lie in the x - z plane. Then Ex = E,sin0, E, = E,cos0,Ey = 0 and similarly, for k. Solve the equations of motion and continuity and Poisson's equation in the usual way with no uniform and v, = Eo = 0.
The normalised square wave packer is Po i-x defined by w (x) : in the region -a/25xs9/2} The expectation value of momentum (p) is: а. Ро b. Ро O C. P.ħ O d. Po a
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