Questions 41–50 of 65. Imported answers require independent review unless marked reviewed.

Topic practice 65 questionsPage 5 of 7

Question 41

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As shown in the figure, inverse magnetic susceptibility

is plotted as a function of temperature

for three different materials in paramagnetic states.
Diagram for Physics question 41

(Curie temperature of ferromagnetic material

Néel temperature of antiferromagnetic material

)
Choose the correct statement from the following
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Question 52

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Consider an atomic gas with number density

m⁻³, in the ground state at 300 K. The valence electronic configuration of atoms is

. The paramagnetic susceptibility of the gas

. The value of

(rounded off to two decimal places) is _____.
(Given: Magnetic permeability of free space

H m⁻¹
Bohr magneton

A m²
Boltzmann constant

J K⁻¹)

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Question 19

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The number of distinct ways the primitive unit cell can be constructed for the two dimensional lattice as shown in the figure is _____.
Diagram for Physics question 19


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Question 35

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Consider a one-dimensional non-magnetic crystal with one atom per unit cell. Assume that the valence electrons (i) do not interact with each other and (ii) interact weakly with the ions. If

is the number of valence electrons per unit cell, then at 0 K,
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Question 37

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Consider a two dimensional crystal with 3 atoms in the basis. The number of allowed optical branches (

) and acoustic branches (

) due to the lattice vibrations are
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Question 44

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Consider a simple cubic monoatomic Bravais lattice which has a basis with vectors

,

is the lattice parameter. The Bragg reflection is observed due to the change in the wave vector between the incident and the scattered beam as given by

, where

,

, and

are primitive reciprocal lattice vectors. For

and

, the geometrical structure factor is _____.

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Question 1

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The relative magnetic permeability of a type-I superconductor is
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Question 11

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In order to estimate the specific heat of phonons, the appropriate method to apply would be
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Question 17

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Consider a three-dimensional crystal of

inert gas atoms. The total energy is given by

, where

,

, and

is the nearest neighbor distance between two atoms. The two constants,

and

, have the dimensions of energy and length, respectively. The equilibrium separation between two nearest neighbor atoms in units of

(rounded off to two decimal places) is

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Question 18

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The energy-vector (

-

) dispersion relation for a particle in two dimensions is

, where

is a constant. If its density of states

is proportional to

then the value of

is

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