Chapter 6
Design and Principles of Synchrotrons
and Circular Colliders
B. J. Holzer, B. Goddard, Werner Herr, Bruno Muratori, L. Rivkin,
M. E. Biagini, J. M. Jowett, K. Hanke, W. Fischer, F. Caspers, and D. Möhl
6.1 Beam Optics and Lattice Design in High Energy Particle
Accelerators
B. J. Holzer
Lattice design in the context we will describe it here is the design and optimization
of the principle elements—the lattice cells—of a circular accelerator, and it includes
the dedicated variation of the accelerator elements (as for example position and
strength of the magnets in the machine) to obtain well defined and predictable
parameters of the stored particle beam. It is therefore closely related to the theory
of linear beam optics that has been described in Chap. 2 [1].
Coordinated by K. Hanke
B. J. Holzer · B. Goddard · W. Herr · B. Muratori · M. E. Biagini · J. M. Jowett · K. Hanke () ·
F. Caspers · D. Möhl
CERN (European Organization for Nuclear Research)Meyrin, Genève, Switzerland
e-mail: Bernhard.holzer@cern.ch; Brennan.Goddard@cern.ch; werner.herr@cern.ch;
bruno.muratori@stfc.ac.uk; John.Jowett@cern.ch; Klaus.Hanke@cern.ch; Fritz.Caspers@cern.ch
L. Rivkin
Paul Scherrer Institut, Villigen, Switzerland
e-mail: Leonid.Rivkin@psi.ch
W. Fischer
Brookhaven National Laboratory, New York, NY, USA
e-mail: Wolfram.Fischer@bnl.gov
© The Author(s) 2020
S. Myers, H. Schopper (eds.), Particle Physics Reference Library,
https://doi.org/10.1007/978-3-030-34245-6_6
205
Design and Principles of Synchrotrons
and Circular Colliders
B. J. Holzer, B. Goddard, Werner Herr, Bruno Muratori, L. Rivkin,
M. E. Biagini, J. M. Jowett, K. Hanke, W. Fischer, F. Caspers, and D. Möhl
6.1 Beam Optics and Lattice Design in High Energy Particle
Accelerators
B. J. Holzer
Lattice design in the context we will describe it here is the design and optimization
of the principle elements—the lattice cells—of a circular accelerator, and it includes
the dedicated variation of the accelerator elements (as for example position and
strength of the magnets in the machine) to obtain well defined and predictable
parameters of the stored particle beam. It is therefore closely related to the theory
of linear beam optics that has been described in Chap. 2 [1].
Coordinated by K. Hanke
B. J. Holzer · B. Goddard · W. Herr · B. Muratori · M. E. Biagini · J. M. Jowett · K. Hanke () ·
F. Caspers · D. Möhl
CERN (European Organization for Nuclear Research)Meyrin, Genève, Switzerland
e-mail: Bernhard.holzer@cern.ch; Brennan.Goddard@cern.ch; werner.herr@cern.ch;
bruno.muratori@stfc.ac.uk; John.Jowett@cern.ch; Klaus.Hanke@cern.ch; Fritz.Caspers@cern.ch
L. Rivkin
Paul Scherrer Institut, Villigen, Switzerland
e-mail: Leonid.Rivkin@psi.ch
W. Fischer
Brookhaven National Laboratory, New York, NY, USA
e-mail: Wolfram.Fischer@bnl.gov
© The Author(s) 2020
S. Myers, H. Schopper (eds.), Particle Physics Reference Library,
https://doi.org/10.1007/978-3-030-34245-6_6
205