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Contents
Abstract
Kurzfassung
Acknowledgements
List of Symbols
1 Introduction
2 The Effect of Nondegenerate Gate on MOS Device Characteristics
2.1 Dual Gate CMOS Technology
Surface-Channel Versus Buried-Channel Devices
2.1.1 Advanced Gate Design in Submicrometer CMOS Technologies
2.1.2 Redistribution and Activation of Dopants in Implanted Gates
2.2 Analytical Modeling of MOS Structures with Nondegenerate Gate
2.2.1 Fundamental Relations
2.2.2 Model for the Moderately Doped Gate
2.2.3 Basic Characteristics of MOS Structure
2.3 Experimental Results and Additional Physical Effects
2.3.1 Comparison with Experimental Results
2.3.2 Additional Physical Phenomena in Gate
Conclusion
2.4 Numerical Modeling and Evaluation of MOSFET Characteristics
2.4.1 Modeling of MOSFETs with Nondegenerate Gate
2.4.2 Impact of the Gate Depletion on MOSFET Characteristics
2.4.3 Analytical Estimation of MOSFET Characteristics
3 Analytical and Numerical Investigation of the Charge Pumping
3.1 Introduction
3.1.1 Charge-Pumping Techniques
3.1.2 Other Techniques to Study Traps in Small MOSFETs
3.1.3 Restrictions of Analytical Approaches
3.2 Physical Model and Numerical Approach
3.2.1 Physical Model
3.2.2 Discretization of the Basic Equations and Numerical Aspect
3.2.3 Solution of the Trap-Dynamics Equation
3.2.4 Approach to Simulate the Charge-Pumping Experiments
3.3 Analytical Modeling of the Large-Signal Charge-Pumping Effect
3.3.1 Rigorous Analysis of the Complete Characteristics Charge-Pumping Current versus Gate Top Level
Processes at the Top Level:
Charge-Pumping Threshold and Flat-Band Voltage
Processes at the Falling Edge:
Processes at the Rising Edge:
Processes at the Bottom Level:
Charge-Pumping Current
Analytical Model Versus Numerical Results
Frequency-Dependence of the Threshold and the Flat-Band Voltage
3.3.2 Emission in the Non-Steady-State Mode
3.4 Geometric Current Component and Other Non-Ideal Effects
3.4.1 Minority Carriers Remaining in the Channel
3.4.2 Carriers Emitted from the Interface States
3.5 Hot-Carrier Degradation Analysis
3.5.1 Charge-Pumping Characteristics of MOSFETs after Hot-Carrier Stress: A Numerical Study
3.5.2 Extraction of the Spatial Distribution of Interface Traps in MOSFETs
Symmetrical Case:
Non-symmetrical Case:
Other Large-Signal Charge-Pumping Techniques
Constant Amplitude Technique
3.5.3 Charge-Pumping Characteristics of LDD MOSFETs before Stress
3.5.4 Interface Traps Build-up in
-Channel LDD MOSFETs
3.6 Conclusion
4 Analysis of Interband Tunneling in MOS Devices
4.1 Interband Tunneling in ULSI MOS Devices
4.2 Numerical Analysis of Interband Tunneling in MOSFETs
Two-Dimensional Numerical Approach
The Potential and Field Distributions in the Critical Area
5 Summary
Contributions
Appendix A: Derivations, Expressions and Approximations in Gate Modeling
Carrier Concentrations:
Solution of the Poisson Equation for Fermi-Dirac Statistics:
Solution of the Poisson Equation for Maxwell-Boltzmann Statistics:
Semiconductor Capacitance in Cases of FD and MB Statistics:
Onset of Inversion for FD Statistics:
Approximations to the Fermi Integrals and their Inverse:
Model of the Band-gap Narrowing:
Appendix B: Discretization Error in the Trap Equation: An Analysis
Appendix C: Selfconsistent Coupling of the Trap Equations with the Basic Semiconductor Equations
Appendix D: Charge-Pumping Signals in MOSFETs
Appendix E: Analytical Modeling of the Gate-Corner/LDD-Region Electrical-Field Fringing Effect
Appendix F: Theoretical Consideration of the Potential Perturbation Induced by Localized Surface Charge
F.1 Local Potential Perturbation
F.2 Gate-Bias Shift
Appendix G: Relations for the Lateral Profiling of Interface States and Fixed Oxide Charge by the Charge Pumping
G.1 Interface Trap Spatial Distribution
G.2 Filtering and Differentiation of Numerical Results
G.3 Fixed Oxide Charge Spatial Distribution
Appendix H: Direct Tunneling Rate in Spatially Variable Fields
References
Own Publications
Curriculum Vitae
About this document ...
Martin Stiftinger
Sat Oct 15 22:05:10 MET 1994