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

nxp=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.