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Solid State Physics-II

Total questions: 15

Worksheet time: 8mins

Name
Class
Date
1.

According to Drude

a)

the valence electrons of atoms move freely like gas molecules in a solid

b)

the valence electrons of atoms move under coulomb field of atoms but they themselves do not apply any force on each other and like gas molecules in a solid

c)

the valence electrons of atoms move under coulomb field of atoms

d)

all electrons move freely in side solid

2.

Drift velocity expression is  vd= eτmvd=\ \frac{e\tau}{m} , current density is J=nevdJ=nevd  then using Ohms law  J=σEJ=\sigma E  ;  σ expression is\sigma\ \exp ression\ is  

a)

 neτm\frac{ne\tau}{m}  

b)

 ne2τm\frac{ne2\tau}{m}  

c)

 ηem\frac{\eta e}{m}  

d)

 mne2τ\frac{m}{ne2\tau}  

3.

Drude's model is good enough to explain

a)

Ohm's law and Widemann Franz law

b)

Ohm's law and conduction in semiconductor

c)

Ohm's law and Jule's law

d)

Ohm's law anFaraday's law

4.

Wiedemann Franz law

a)

K =LσTK\ =L\sigma T

b)

KT=L\frac{K}{T}=L

c)

KT=σ\frac{K}{T}=\sigma

d)

Kσ=TK\sigma=T

5.

Differences of Drude's model and Somerfeld free electron theory is

a)

Drude used particle picture and Somerfeld used wave picture

b)

Drude used wave picture and Somerfeld used particle picture

c)

Drude used only electronic case and Somerfeld considered both electron and hole

d)

Drude used both for electron and hole and Somerfeld used only for electron

6.

Somerfeld's free electron theory is equivalent to

a)

3D box problem of Q.Mechanics

b)

1D infinite potential well problem

c)

1D finite potential well problem

d)

1D finite barrier well problem

7.

Energy of an electron accordingly to Somerfeld's free electron theory is

a)

32KT\frac{3}{2}KT

b)

n2π2h22πm2\frac{n2\pi2h2}{2\pi m2}

c)

nπh2ma2\frac{n\pi h}{2ma2}

d)

n2π2h2πm2\frac{n2\pi2h}{2\pi m2}

8.
a)

this picture represents electrons in infinite periodic potential

b)

this picture represents electrons in a finite potential well

c)

this picture represents electrons in a finite periodic potential well

d)

this picture represents electrons in a infinite potential well

9.

According to band theory

a)

electrons are moving freely without any interaction btn. themselves or atomic nuclei

b)

electrons are moving freely without any interaction btn. themselves but under Coulomb field of atomic nuclei

c)

electrons are moving freely between Coulomb interaction btn. themselves but under Coulomb field of atomic nuclei

d)

electrons are moving freely between mechanical interaction btn. themselves but under Coulomb field of atomic nuclei

10.

Band theory is explained using

a)

Newtonian eqn

b)

Schrodinger equation for 1D infinite pot. well prob

c)

Schrodinger equation with Kronig Penny model with Bloch funciton

d)

Schrodinger equation with Somerfeld model

11.


 The relation    PSinαaαa+Cosαa = CosKaThe\ relation\ \ \ \ P\frac{Sin\alpha a}{\alpha a}+Cos\alpha a\ =\ CosKa  illustrates that

a)

K values between  πa  to  +πa-\frac{\pi}{a\ }\ to\ \ +\frac{\pi}{a}  

b)

k values between  π to π-\pi\ to\ \pi  

c)

k values between  aπ to + aπ-\frac{a}{\pi}\ to\ +\ \frac{a}{\pi}  

d)

k values between  π2a to +π2a-\frac{\pi}{2a}\ to\ +\frac{\pi}{2a}  

12.

The relation  K2=2mE(h2π)2K2=\frac{2mE}{\left(\frac{h}{2\pi}\right)2}  and  K=πa to +πaK=-\frac{\pi}{a}\ to\ +\frac{\pi}{a}  indicates 

a)

E values  allowed for K multiple of  πa to +πa-\frac{\pi}{a}\ to\ +\frac{\pi}{a}  

b)

E values allowed for K multiple of   2π  to +2π-2\pi\ \ to\ +2\pi  

c)

E values allowed for K multiple of  a to +a-a\ to\ +a  

d)

E values allowed for K multiple of  nπ to +nπ-n\pi\ to\ +n\pi  

13.

Choose the Brillounin Zone

a)
b)
c)
14.

Density of states is defined as number of energy states per unit energy range i.e. dN/dE, so which one is the correct picture for this

a)
b)
c)
d)
15.

correct figure to represent Dos is

a)
b)
c)
d)