Doping Flashcards

1
Q

How can we manipulate the concentrations of electrons and holes?

A

Doping

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2
Q

What is Doping?

A

Atoms of other elements replace Si atoms in the crystal lattice

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3
Q

Most typical elements for Si Doping?

A

Boron (B) - 5 Atomic numbers
Phosphorus (P) - 15 Atomic numbers

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4
Q

Boron

A

Is an Acceptor because of his 3 valence electrons (NA)

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5
Q

Phosphorous

A

Is an Donor because of its 5 valence electron (ND)

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6
Q

How the concentrations of charge carriers inside a semiconductor are derived?

A

Assuming the semiconductor is under thermal equilibrium

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7
Q

What is the Thermal Equilibrium on a semiconductor?

A

Is used to describe the unperturbed state of a system, to which no external voltage, magnetic field, illumination, mechanical stress, or other
perturbing forces are applied. In the equilibrium state, the observable parameters of a semiconductor do not change with time.

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8
Q

What is the Fermi Level?

A

The electrochemical potential of the electrons in a material and in this way
it represents the averaged energy of electrons in the material.

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9
Q

Amount of Thermal energy level

A

KBT at 300 K =26.85°C 0.0258 eV

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10
Q

Relation in a Intrinsic Semiconductor in equilibrium

A

n = p = ni

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11
Q

n X p in an Intrinsic Semiconductor

A

ni*2

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12
Q

The two basic transport mechanisms in a semiconductor

A

Drift and Diffusion

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13
Q

Define Mobility

A

Measure of how easily the charge particles can move through a semiconductor material

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14
Q

Drift

A

Charged particle motion in response to an electric field. In an electric field the force acts on the charged particles in a semiconductor, which accelerates the positively
charged holes in the direction of the electric field and the negatively charged electrons in the opposite direction.

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15
Q

Diffusion

A

Process whereby particles tend to spread out from regions of high particle
concentration into regions of low particle concentration as a result of random thermal motion.

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16
Q

What is the driving force for the Diffusion Motion?

A

Gradient in the particle concentration. In contrast to the drift transport mechanism, the particles need not be charged to be involved in the diffusion process. Currents resulting from diffusion are proportional to the gradient in particle concentration.