230 Bibliography
[37] Etienne Forest. Beam Dynamics: A New Attitude and Framework. Harwood Academic, 1998.
[38] Etienne Forest and Ronald D. Ruth. Fourth-order symplectic integration. Physica D: Nonlinear Phenomena, 43(1):105 – 117, 1990.
[39] A. Franchi, L. Farvacque, J. Chavanne, F. Ewald, B. Nash, K. Scheidt,
and R. Tomas. Vertical emittance reduction and preservation in electron
storage rings via resonance driving terms correction. Phys. Rev. ST
Accel. Beams, 14:034002, Mar 2011.
[40] A. Franchi, L. Farvacque, F. Ewald, G. Le Bec, and K. B. Scheidt.
First simultaneous measurement of sextupolar and octupolar resonance
driving terms in a circular accelerator from turn-by-turn beam position
monitor data. Phys. Rev. ST Accel. Beams, 17:074001, Jul 2014.
[41] G. Golub. Numerical methods for solving linear least squares problems.
Numerische Mathematik, 7(3):206–216, Jun 1965.
[42] G. H. Golub and C. Reinsch. Singular value decomposition and least
squares solutions. Numerische Mathematik, 14(5):403–420, Apr 1970.
[43] W. Guo, S. Kramer, F. Willeke, X. Yang, and L. Yu. A lattice correction
approach through betatron phase advance. In Proceedings of IPAC’16,
pages 62–65, 2016.
[44] M. Harrison and S. Peggs. Global beta measurement from two perturbed
closed orbits. In Proceedings of PAC’87, pages 1105–1107, 1987.
[45] L. M. Healy. Lie algebraic methods for treating lattice parameter errors in particle accelerators. Doctoral thesis, University of Maryland,
unpublished, 1986.
[46] R. O. Hettel. Beam Steering at the Stanford Synchrotron Radiation
Laboratory. IEEE Transactions on Nuclear Science, 30:2228, August
1983.
[47] Y. Hidaka, B. Podobedov, and J. Bengtsson. Linear optics characterization and correction method using turn-by-turn BPM data based on
resonance driving terms with simultaneous BPM calibration capability.
In Proceedings of NAPAC’16, pages 605–608, 2016.
[48] A. Hofmann and B. Zotter. Measurement of the β-functions in the ISR.
ISR-TH-AH-BZ-amb, CM-P00072144, 1975.
[49] X. Huang, S. Y. Lee, E. Prebys, and C. Ankenbrandt. Fitting the fully
coupled ORM for the Fermilab Booster. In Proceedings of PAC’05, pages
3322–3324, 2005.
[37] Etienne Forest. Beam Dynamics: A New Attitude and Framework. Harwood Academic, 1998.
[38] Etienne Forest and Ronald D. Ruth. Fourth-order symplectic integration. Physica D: Nonlinear Phenomena, 43(1):105 – 117, 1990.
[39] A. Franchi, L. Farvacque, J. Chavanne, F. Ewald, B. Nash, K. Scheidt,
and R. Tomas. Vertical emittance reduction and preservation in electron
storage rings via resonance driving terms correction. Phys. Rev. ST
Accel. Beams, 14:034002, Mar 2011.
[40] A. Franchi, L. Farvacque, F. Ewald, G. Le Bec, and K. B. Scheidt.
First simultaneous measurement of sextupolar and octupolar resonance
driving terms in a circular accelerator from turn-by-turn beam position
monitor data. Phys. Rev. ST Accel. Beams, 17:074001, Jul 2014.
[41] G. Golub. Numerical methods for solving linear least squares problems.
Numerische Mathematik, 7(3):206–216, Jun 1965.
[42] G. H. Golub and C. Reinsch. Singular value decomposition and least
squares solutions. Numerische Mathematik, 14(5):403–420, Apr 1970.
[43] W. Guo, S. Kramer, F. Willeke, X. Yang, and L. Yu. A lattice correction
approach through betatron phase advance. In Proceedings of IPAC’16,
pages 62–65, 2016.
[44] M. Harrison and S. Peggs. Global beta measurement from two perturbed
closed orbits. In Proceedings of PAC’87, pages 1105–1107, 1987.
[45] L. M. Healy. Lie algebraic methods for treating lattice parameter errors in particle accelerators. Doctoral thesis, University of Maryland,
unpublished, 1986.
[46] R. O. Hettel. Beam Steering at the Stanford Synchrotron Radiation
Laboratory. IEEE Transactions on Nuclear Science, 30:2228, August
1983.
[47] Y. Hidaka, B. Podobedov, and J. Bengtsson. Linear optics characterization and correction method using turn-by-turn BPM data based on
resonance driving terms with simultaneous BPM calibration capability.
In Proceedings of NAPAC’16, pages 605–608, 2016.
[48] A. Hofmann and B. Zotter. Measurement of the β-functions in the ISR.
ISR-TH-AH-BZ-amb, CM-P00072144, 1975.
[49] X. Huang, S. Y. Lee, E. Prebys, and C. Ankenbrandt. Fitting the fully
coupled ORM for the Fermilab Booster. In Proceedings of PAC’05, pages
3322–3324, 2005.