Introduction to Semiconductor Materials - Semiconductor Device Physics | Lecture Notes - YNetStudyHub
Semiconductor Device Physics

Introduction to Semiconductor Materials

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This topic covers the basic properties of semiconductor materials, including the concept of energy bands, bandgap, doping, and intrinsic vs. extrinsic semiconductors.

Introduction to Semiconductor Materials
Key concepts, classifications, properties, and applications


1. What Is a Semiconductor?

Aspect Description
Definition A material whose electrical conductivity lies between that of a conductor (e.g., copper) and an insulator (e.g., glass).
Band Theory At absolute zero the valence band is full and the conduction band is empty. A modest energy gap (≈0.1–3 eV) separates them, allowing electrons to be thermally or optically excited into the conduction band.
Intrinsic vs. Extrinsic Intrinsic – pure crystal, conductivity determined solely by temperature.
Extrinsic – doped with impurity atoms, conductivity controlled by carrier concentration.

2. Crystal Structure & Common Materials

Material Crystal Structure Bandgap (eV) Typical Use
Silicon (Si) Diamond cubic 1.12 (indirect) Micro‑electronics, solar cells
Germanium (Ge) Diamond cubic 0.66 (indirect) High‑speed transistors, infrared detectors
Gallium Arsenide (GaAs) Zincblende 1.42 (direct) RF/microwave, optoelectronics (LED, laser)
Silicon Carbide (SiC) Hexagonal (4H, 6H) 3.2 (indirect) Power devices, high‑temperature sensors
Gallium Nitride (GaN) Wurtzite 3.4 (direct) LEDs, high‑electron‑mobility transistors (HEMT)
Indium Phosphide (InP) Zincblende 1.34 (direct) Photonic integrated circuits
CdTe, CIGS, Perovskites Various 1.0–1.6 (direct) Thin‑film photovoltaics

3. Electrical Properties

Property Symbol Typical Value (Si, 300 K) Influence
Carrier concentration (intrinsic) (n_i) (1.5 \times 10^{10},\text{cm}^{-3}) Increases exponentially with temperature
Electron mobility (\mu_n) ~1400 cm²/V·s Higher mobility → faster device operation
Hole mobility (\mu_p) ~450 cm²/V·s Lower than electrons in Si
Resistivity (\rho) 10 kΩ·cm (intrinsic) Reduced by doping (down to mΩ·cm)
Conductivity (\sigma = q (n\mu_n + p\mu_p)) — Directly proportional to carrier density and mobility

Key equations

  • Intrinsic carrier concentration:
    [ n_i = \sqrt{N_C N_V}; \exp!\left(-\frac{E_g}{2kT}\right) ]
    where (N_C, N_V) are effective density‑of‑states, (E_g) the bandgap.
  • Drude conductivity: (\sigma = q n \mu).

4. Doping – Creating Extrinsic Semiconductors

| Dopant Type | Added Element (Si example) | Created Carrier | Energy Level (relative to

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Unit Syllabus 9 Topics
Introduction to Semiconductor Materials
Semiconductor Carrier Statistics
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PN Junction Diode Operation
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Bipolar Junction Transistors (BJTs)
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Field-Effect Transistors (FETs)
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Semiconductor Device Fabrication Techniques
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Semiconductor Device Characterization
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Optoelectronic Devices
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Semiconductor Device Scaling and Future Trends
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