1 |
In the doping process, the ratio of the doping atoms to the semi conductor atom is |
1 to 10
1 to 10<sup>3</sup>
1 to 10<sup>6</sup>
1 to 10<sup>9</sup>
|
2 |
When small number of atoms from some other suitable element is added to the semi-conductor material, then this process is known as |
impurification
adding
doping
extrinsivity
|
3 |
A semi-conductor in its extremely pure form is known as |
extrinsic semi-conductor
intrinsic semi-conductor
either of them
none of them
|
4 |
The materials in which there are plenty of free electrons for electrical conduction are known as |
conductors
insulators
semi-conductors
all of them
|
5 |
The materials in which valence electrons are bound very tightly to their atoms and are not free, are known as |
conductors
insulators
semi-conductors
all of them
|
6 |
The bands below the valence band are |
completely filled and play active part in conduction process
completely filled and plays no part in conduction process
completely filled and play active part in conduction process
not completely filled and play no part in conduction process
|
7 |
The conduction band in a solid |
may be empty
cannot be empty
should be filed
all of them
|
8 |
The electrons occupying the conduction band are known as |
conduction electrons
free electrons
both of them
none of them
|
9 |
The band above the valence band is called |
high energy band
conduction band
empty band
none of them
|
10 |
The valence band of an atom in a solid |
is always empty
may or may not be empty
can never be empty
none of them
|
11 |
The electrons in the outermost shell of an atom are called |
core electrons
valence electrons
high energy electrons
none of them
|
12 |
When a large number of atoms are brought close to one another to form a solid, each energy level of an isolated atom splits into sub-levels, called |
energy bands
energy shells
states
all of them
|
13 |
Electrons of an isolated atom are bound to the nucleus, and |
can only have distinct energy level
can only have same energy level
may or may not have distinct energy levels
none of these
|
14 |
Which of the following theory completely explain the three types of materials |
Bohr model of electron distribution
Rutherford atomic model
Pauli's exclusion principle
energy band theory
|
15 |
Lead, copper and wrought iron are examples of |
brittle substances
ductile substances
plastic substances
elastic substances
|
16 |
Glass and high carbon steel are the examples of |
brittle substances
ductile substances
plastic substances
elastic substances
|
17 |
The substances which break just after the elastic limit is reached, are known as |
brittle substances
ductile substances
plastic substances
elastic substances
|
18 |
Substances which break just after the elastic limit is reached, are known as |
brittle substances
ductile substances
plastic substances
elastic substances
|
19 |
The maximum stress that a material can withstand, is known as |
plastic point
elastic limit
yield point
ultimate tensile strength
|
20 |
when the deformation produced in the material become permanent, this type of behaviour is called |
proportionality
elasticity
plasticity
none of them
|
21 |
If the stress increased beyond the elastic limit of the material. the deformation produced in the material will be |
permanent
temporary
either of them
none of them
|
22 |
Under the elastic region, the deformation produced in the material, the deformation produced in the material will be |
permanent
temporary
either of them
none of them
|
23 |
The greatest stress that a material can endure without losing the proportionality between stress and strain is called |
plastic line
breaking point
proportional limit
none of them
|
24 |
In the stress-strain graph, stress is increased linearly with strain until a point is reached, this point is known as |
plastic limit
plastic deformation
proportional limit
elastic behaviour
|
25 |
The number of different crystals systems based on the geometrical arrangement of their atoms and the resultant geometrical structure are |
5
7
9
14
|
26 |
When the shear stress and shear stain are involved, then their ratio is called |
Young's modulus
Bulk modulus
Shear modulus
all of them
|
27 |
In case of the three dimensional deformation, when volume is involved, the ratio of applied stress to volumetric strain is called |
Young's modulus
Bulk modulus
Shear modulus
all of them
|
28 |
The ratio of shearing stress/shearing strain is called as |
Modulus
Pascal modulus
Hooker's modulus
Shear modulus
|
29 |
The ratio of linear stress/linear strain is called as |
Yong's modulus
Bulk modulus
Shear modulus
Modulus
|
30 |
The units of modulus of elasticity are |
Nm<sup>-2</sup>
Nm
ms<sup>-1</sup>
Pascal
|