Relationship of Field Components and the Matched Dispersion Function in Arc Achromats

摘要

The general integral condition connecting the field, its derivative and the resulting eta function derived for any lattice is applied to the achromats of the SLC Arcs. This condition can be combined with the non-dispersive condition to give a simple parameterization of second-order achromats constructed of combined function magnets. (ERA citation 11:051733)