Reciprocal lattice vectors for Hexagonal HCP and Its first Brillouin zone - kittel Problem
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Reciprocal lattice vectors for Hexagonal HCP and Its first Brillouin zone - kittel Problem
4 701 просмотр · 4 года назад
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4 701 просмотр · 4 года назад
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Link to problem 5 i mentioned in video is given below,
• Consider the normal modes of a linear chai...
Some more Problems on Lattice Vibrations by,
1. Solid state physics book by kittel (8th edition chapter 4)
Watch hat short video on Question images.
• Problems on lattice vibrations (monoatomic...
here are the videos on solutions of these problems on lattice vibrations
Problem 1 part a,
• Consider a Longitudinal wave us=ucos(wt-sk...
Problem 1 part b
• Consider a Longitudinal wave us=ucos(wt-sk...
Problem 1 part c
• Problem 1 part b one more step to do at th...
Problem 2
• Show that for long wavelengths the equatio...
Problem 3
• 4.3 For the problem treated by (18) to (26...
Problem 4
• Kohn Anomaly- We suppose that the interpla...
Problem 5
• Consider the normal modes of a linear chai...
Solid state physics by Kittel 8th edition Chapter 4 (Lattice Vibrations)
#Probelmsonlatticevibrations #problems #ssp #solidstate #solidstatephysics #solid #solid #lattice #vibrations
0:00 types of Problems on lattice vibrations
1:23 In a linear chain, all atoms are identical but connected alternately by springs of force constant K1 and K2. Show that the frequency wavevector spectrum is
2:28 Prove that im one dimensional diatomic lattice, the optical branch is given by ... - long wavelength limits for diatomic dispersion relation and for monoatomic dispersion relation
6:00 Prove that in one dimensional diatomic lattice, the two kinds of atoms oscillate with amplitude related as .... - Finding the amplitude ratio of two masses in diatomic lattice vibrations
9:10 Prove that the gradient of the optical branch of the dispersion curve at maximum frequency is zero
10:03 if in a one dimensional lattice x=m/M (very less than )1, prove that the square of the widths of the optical and acoustic branches are in the ratio x:4
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