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Preface | ||
Principal symbols | ||
Ch. I | Introduction | 1 |
Ch. II | Principles of operation | 9 |
Ch. III | Analytical theory | 65 |
Ch. IV | Numerical calculations | 79 |
Ch. V | Fringing fields and other imperfections | 95 |
Ch. VI | The mass filter: design and performance | 121 |
Ch. VII | The monopole: design and performance | 153 |
Ch. VIII | Quadrupole ion traps | 181 |
Ch. IX | Time-of-flight spectrometers | 225 |
Ch. X | Applications in atomic and molecular physics | 241 |
Ch. XI | Applications to upper atmosphere research | 273 |
Ch. XII | Applications to gas chromatography | 287 |
Ch. XIII | Medical and environmental applications | 307 |
Appendices | 335 | |
Appendix A. Parameters characterizing the acceptance ellipses for the mass filter with no fringing fields | 335 | |
Appendix B. Approximate acceptance ellipse parameters for the mass filter for transmission at 50% of the initial phases in the presence of fringing fields of various lengths | 336 | |
Appendix C. Paired values of a and q satisfying the conditions [actual symbol not reproducible] | 337 | |
Appendix D. Coefficients from C[subscript 0] to C[subscript 6] used in the analytical solution to the equation of motion in the mass filter | 338 | |
Appendix E. An example of a simple computer program for calculating ion trajectories by numerical (Runge-Kutta) integration of the Mathieu equation. The program is written in Fortran IV G | 339 | |
Appendix F. List of quadrupole patents | 340 | |
Index | 345 |
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