
Introduction to Scanning Tunneling Microscopy
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Content
- Intro
- Contents
- List of Figures
- Gallery of STM Images
- 1 Overview
- 1.1 The scanning tunneling microscope in a nutshell
- 1.2 Tunneling: an elementary model
- 1.3 Probing electronic structure at an atomic scale
- 1.3.1 Semiconductors
- 1.3.2 Metals
- 1.3.3 Organic molecules
- 1.3.4 Layered materials
- 1.4 Spatially resolved tunneling spectroscopy
- 1.5 Lateral resolution: Early theories
- 1.5.1 The Stall Formula
- 1.5.2 The s-wave-tip model
- 1.6 Origin of atomic resolution in STM
- 1.7 Tip-sample interaction effects
- 1.8 Historical remarks
- 1.8.1 Imaging individual atoms
- 1.8.2 Metal-vacuum-metal tunneling
- PART I: IMAGING MECHANISM
- 2 Atom-scale tunneling
- 2.1 Introduction
- 2.2 The perturbation approach
- 2.3 The image force
- 2.4 The Square-barrier problem
- 2.5 The modified Bardeen approach
- 2.6 Effect of image force on tunneling
- 3 Tunneling matrix elements
- 3.1 Introduction
- 3.2 Tip wavefunctions
- 3.3 Green's function and tip wavefunctions
- 3.4 The derivative rule: individual cases
- 3.5 The derivative rule: general case
- 3.6 An intuitive interpretation
- 4 Wavefunctions at surfaces
- 4.1 Types of surface wavefunctions
- 4.2 The jellium model
- 4.3 Concept of surface states
- 4.4 Field emission spectroscopy
- 4.5 Photoemission studies
- 4.6 Atom-beam diffraction
- 4.7 First-principles theoretical studies
- 5 Imaging crystalline surfaces
- 5.1 Types of STM images
- 5.2 Surfaces with one-dimensional corrugation
- 5.3 Surfaces with tetragonal symmetry
- 5.4 Surfaces with hexagonal or trigonal symmetry
- 5.5 Corrugation inversion
- 5.6 The s-wave-tip model
- 6 Imaging atomic states
- 6.1 Slater atomic wavefunctions
- 6.2 Profiles of atomic states as seen by STM
- 6.3 The Na-atom-tip model
- 6.4 Images of surfaces: Independent-orbital approximation
- 7 Atomic forces and tunneling
- 7.1 Effect of atomic force in STM
- 7.2 Attractive atomic force as a tunneling phenomenon
- 7.3 Attractive atomic force and tunneling conductance
- 8 Tip-sample interactions
- 8.1 Local modification of sample wavefunction
- 8.2 Deformation of tip and sample surface
- PART II : INSTRUMENTATION
- 9 Piezoelectric scanner
- 9.1 Piezoelectric effect
- 9.2 Lead zirconate titanate ceramics
- 9.3 Tripod scanner
- 9.4 Bimorph
- 9.5 Tube scanner
- 9.6 In situ testing and calibration
- 9.7 Resonance frequencies
- 9.8 Repoling a depoled piezo
- 10 Vibration isolation
- 10.1 Basic concepts
- 10.2 Environment vibration
- 10.3 Suspension springs
- 10.4 Stacked plate - elastomer system
- 10.5 Pneumatic systems
- 11 Electronics and control
- 11.1 Current amplifier
- 11.2 Feedback circuit
- 11.3 Computer interface
- 12 Coarse positioner and STM design
- 12.1 The louse
- 12.2 Level motion-demagnifier
- 12.3 Single-tube STM
- 12.4 Spring motion demagnifier
- 12.5 Inertial steppers
- 12.6 The lnchworm®
- 13 Tip treatment
- 13.1 Introduction
- 13.2 Electrochemical tip etching
- 13.3 Ex situ tip treatments
- 13.4 In situ tip treatments
- 14 Scanning tunneling spectroscopy
- 14.1 Electronics for scanning tunneling spectroscopy
- 14.2 Nature of the observed tunneling spectra
- 14.3 Tip treatment for spectroscopy studies
- 14.4 The Feenstra parameter
- 14.5 Ex situ determination of the tip DOS
- 14.6 In situ determination of tip DOS
- 15 Atomic force microscopy
- 15.1 Introduction
- 15.2 Tip and cantilever
- 15.3 Deflection detection methods
- 15.4 AFM at the liquid-solid interface
- 16 Illustrative applications
- 16.1 Surface structure determination
- 16.2 Nucleation and crystal growth
- 16.3 Local tunneling spectra of superconductors
- 16.4 Surface chemistry
- 16.5 Organic molecules
- 16.6 Electrochemistry
- 16.7 Biological applications
- Appendix A: Real wavefunctions
- Appendix B: Green's functions
- Appendix C: Spherical modified Bessel functions
- Appendix D: Two-dimensional Fourier series
- Appendix E: Plane groups and invariant functions
- E.I A brief summary of plane groups
- E.2 Invariant functions
- Appendix F: Elementary elasticity theory
- F.1 Normal stress and normal strain
- F.2 Shear stress and shear strain
- F.3 Small deflection of beams
- F.4 Vibration of beams
- F.5 Torsion
- F.6 Helical springs
- F.7 Contact stress: The Hertz formulas
- Appendix G: A short table of Laplace transforms
- Appendix H: Operational amplifiers
- References
- Index
- A
- B
- C
- D
- E
- F
- G
- H
- I
- J
- K
- L
- M
- N
- O
- P
- Q
- R
- S
- T
- U
- V
- W
- Y
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