Principles of Electron Optics, Volume 1

Preface
1. Introduction

PART I – CLASSICAL MECHANICS
2. Relativistic Kinematics
3. Different Forms of Trajectory Equations
4. Variational Principles
5. Hamiltonian Optics

PART II – CALCULATION OF STATIC FIELDS
6. Basic Concepts and Equations
7. Series Expansions
8. Boundary-Value Problems
9. Integral Equations
10. The Boundary-Element Method
11. The Finite-Difference Method (FDM)
12. The Finite-Element Method (FEM)
13. Field-Interpolation Techniques

PART III – THE PARAXIAL APPROXIMATION
14. Introduction
15. Systems with an Axis of Rotational Symmetry
16. Gaussian Optics of Rotationally Symmetric Systems: Asymptotic Image Formation
17. Gaussian Optics of Rotationally Symmetric Systems: Real Cardinal Elements
18. Electron Mirrors
19. Quadrupole Lenses
20. Cylindrical Lenses

PART IV – ABERRATIONS
21. Introduction
22. Perturbation Theory: General Formalism
23. The Relation Between Permitted Types of Aberration and System Symmetry
24. The Geometrical Aberrations of Round Lenses
25. Asymptotic Aberration Coefficients
26. Chromatic Aberrations
27. Aberration Matrices and the Aberrations of Lens Combinations
28. The Aberrations of Mirrors and Cathode Lenses
29. The Aberrations of Quadrupole Lenses and Octopoles
30. The Aberrations of Cylindrical Lenses
31. Parasitic Aberrations

PART V – DEFLECTION SYSTEMS
32. Paraxial Properties of Deflection Systems
33. The Aberrations of Deflection Systems

PART VI – COMPUTER-AIDED ELECTRON OPTICS
34. Numerical Calculation of Trajectories, Paraxial Properties and Aberrations

Notes and References
Index