M.E. Electronics & Comm. Engg:Semiconductor Device Modeling
Master
In Patiala
Description
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Type
Master
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Location
Patiala
Facilities
Location
Start date
Start date
Reviews
Course programme
First Semester
Advanced Digital signal Processing
Advanced Optical Communication Systems
Research Methodology
Digital VLSI Design
Microelectronics Technology
Second Semester
Advanced Solid State Devices
Advanced Communication Techniques
Hardware Description Languages
Third Semester
CDMA and GSM Systems
Seminar
Thesis (starts)
Fourth Semester
Thesis
Semiconductor Device Modeling
Review of Semiconductor Physics: Basic Semiconductor Equations: Poisson's equations, current continuity equations, and boundary conditions
The Physical Parameters: doping profiles, carrier mobility, generation-recombination rates, bandgap narrowing effect, other physical parameters
Numerical Solution Methods: Scaling of variables and parameters, finite difference scheme, discretization of Poisson's and current continuity equations, truncation errors, discretization of time-dependent problems, designing a mesh. The Newton-Raphson method of solving nonlinear algebraic equations, direct methods of matrix inversion, iterative and other methods, rate of convergence, error estimation
Examples of Actual Device Modeling: numerical treatment of boundary conditions; general procedures of device modeling, short channel effects in MOSFET's, breakdown voltage in Si-P-Pai-neu diodes, permeable base transistor (PBT)
Monte Carlo Simulation: the Boltzmann transport equation, electron motion in the momentum space, determination of free-flight time, selection of scattering processes, scattering rates, selection of momentum states after collisions, mean velocity and mean energy, Monte Carlo Simulation of BJT's, Nonisothermal and Hot-Carrier Problems Heat transfer equation, discretization of energy balance equations, applications to hot-carrier phenomena
Modeling of Heterojunction Devices: bandgap engineering, bandgap offset at abrupt heterojunctions, modified current continuity equations, material parameters; heterojunction bipolar transistors (HBT's
The Schrodinger-Poisson solver: modeling of inversion layer charges in MOS devices.
M.E. Electronics & Comm. Engg:Semiconductor Device Modeling