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Lesson 4: The physics of low-dimensional semiconductors

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(1)

Lesson 4:

The physics of low-dimensional

semiconductors

(2)

A) Basic properties of 2D semiconductor nanostructures

Quantum well for electrons

Thin film of a pure or composed material

Heterostructure

Common physics

(3)
(4)

a) Band Engineering

b) Thickness Engineering

Heterostructure (MBE) AlGaAs GaAs AlGaAs

- Interband processes - Intraband processes

E(z) engineering (modulation)

(5)

Superlattice

Electronic transport???

(6)

V

Electric Field Applied Or

Magnetic Field Applied

Electronic transport occurs determined by:

A) A new band diagram (modified by the electric or magnetic field) B) Electronic density of states

C) Tunnelling phenomena D) Temperature

E) Electroniuc coupling F) Scattering phenomena

(7)

kT

a<<l

e

kT<<ΔE

(8)
(9)

Interband Transitions

(10)

Density of electronic states in a quantum well

3D 2D

(11)
(12)

A1) Parabolic and triangular quantum wells - Parabolic well

(13)
(14)

- Triangular well

(15)

V

(16)

V=0

V0

(17)
(18)

A.2) Superlattices

(19)

- Kronig-Penney model of a superlattices

(20)

Minibands Minigaps

(21)

A3) Modulation-doped heterojunctions

(22)

A4) MOSFET structures

2D Electron Gas

(23)

B) Quantum wires (1D semiconductor nanostructures)

C Nanotubes Si, Ge nanowires

(24)

V

Electronic transport occurs determined by:

A) A new band diagram (modified by the electric or magnetic field) B) Electronic density of states

C) Tunnelling phenomena D) Temperature

E) Electroniuc coupling F) Scattering phenomena

(25)
(26)
(27)

Density of electronic states in a quantum wire

(28)
(29)

C) Quantum dots (0D semiconductor nanostructures)

(30)

Current???

(31)

Charging energy (ionization energy)

E C (e 2 /C) and single electron effects

(32)

ΔE E C kT

3D: ΔE>>E C 2D: ΔE>>E C 1D: ΔE>>E C 0D: ΔE~E C

3D, 2D, 1D 0D

ΔE EC kT

ΔE kT

EC

(33)

Density of electronic states in a quantum dots

Riferimenti

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