Seminar Schedule |
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Date |
Time |
Speaker |
Topic |
10/22 (Wed) |
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陳冠州林常宇 |
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蔡宗穎徐偉玲 |
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陳婉伶陳冠州 |
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Coding Schedule
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What
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Who
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When
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Why
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generator.hpp class_element.hpp class_index.hpp
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林常宇
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complement of others
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蔡宗穎
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DD_FVM_declarations.hpp drift_diffusion_FVM.hpp drift_diffusion_FVM_oxide.hpp drift_diffusion_FEM.hpp density_gradient_FVM_oxide.hpp DG_EB_FVM_oxide_ZnZp.hpp DG_energy_balance_FVM_oxide.hpp |
陳婉伶 |
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class_compressed_sparse_matrix.hpp class_matrix.hpp class_sparse_matrix.hpp class_sparse_matrix_entries.hpp class_vector.hpp declarations.hpp
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陳冠州 |
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DD_FVM_declarations.hpp drift_diffusion_FVM.hpp drift_diffusion_FVM_oxide.hpp drift_diffusion_FEM.hpp density_gradient_FVM_oxide.hpp DG_EB_FVM_oxide_ZnZp.hpp DG_energy_balance_FVM_oxide.hpp
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徐偉玲
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Prerequisite (Study the
following in order)
l
1D Example: EE656: Fundamentals of Carrier Transport
l
1D Algorithm: 陳婉伶 Report.pdf
1. Overview
l
Classical Computer Device.ppt
l
Science2005-Where Do the Dopants Go.pdf
l
Issues of CMOS Scaling — On and Off the Roadmap
Issues of CMOS Kang_WangPeta2Mod.pdf
2.
Basic Physics
l
Mark Miller’s Lectures Lecture01.pdf Lecture02.pdf Lecture03.pdf Lecture04.pdf Lecture05.pdf Lecture06.pdf
l
Brief Introduction to Semiconductor Physics.pdf
3.
Mathematical Models
l
Convection-Diffusion-Reaction
Model
l
A Brief Review on Quantm Hydrodynamic
Models.ppt
l
A Quantum-Corrected
Energy Transport Model (QCET): 2005jcp-semi.pdf
4. Numerical Methods for PDEs
l
Lecture 8. Finite Element Method (FEM) for 1D Poisson’s Problem
l
Adaptive FEM
l
Gummel’s Iteration
l
Singular Perturbation
l
Peclet Number
l
Scharfetter-Gummel
(Exponential Fitting) Method
5. Numerical Methods for Linear Algebra
l
Newton’s Method and Monotone Iterative
Methods
6. Implementations (Computer Programming)
l
1D C++ Code: program1D.zip, result1D.zip
l
2D C++ Code: program2D.zip, matlab2D.zip
7. Projects
All read 1. 2004 Kopteva.pdf
3. 2003jcam-semi.pdf
4. 2003jcp-semi.pdf
l
Project 1: QCET with Non-parabolic
Band (Kuang-Zho Chen)
l
Project 2: Adaptive FEM for QCET
(Chang-Yu Lin)
2. 1996OOP.pdf
l
Project 3: Conditioning of QCET
(Tsung-Ying Tsai)
l Project 4: Singular Perturbation Analysis of QCET (Wan-Ling Chen)
l
Project 5: Multiple Solutions of QCET
(We-Ling Xu)
8. References
l Finite Element Method: Suli-FEM-2007.pdf
9. Team members
l
陳仁純 博士
l
李俊德 博士
l
郭登堯
l
林常宇
l
蔡宗穎
l
陳婉伶
l
陳冠州
l
徐偉玲