
doi: 10.2172/5712909
The purpose of this note is to determine how much energy is required for each bunch at the end of the linac such that 100 GeV center of mass collision energy at the IP may be achieved. Once this has been ascertained it is possible to decide how much energy per station in the linac is needed, considering the effects of beamloading, shortened pieces of DLWG, and RF detuning. An appendix is included to cover a related topic: assuming lower bunch currents and lower collision energies, how many low power klystrons can remain in the linac. An attempt has been made to indicate what assumptions have been made so that the readers may try other assumptions to see what happens.
43 Particle Accelerators, Beam Dynamics, Gev Range 10-100, Energy Demand, Stanford Linear Collider, Linear Accelerators 430100* -- Particle Accelerators-- Design, & Operation, Accelerator Facilities, Development, Energy Range, Currents, Demand, Gev Range, Beam Bunching, Accelerators, Beam Currents
43 Particle Accelerators, Beam Dynamics, Gev Range 10-100, Energy Demand, Stanford Linear Collider, Linear Accelerators 430100* -- Particle Accelerators-- Design, & Operation, Accelerator Facilities, Development, Energy Range, Currents, Demand, Gev Range, Beam Bunching, Accelerators, Beam Currents
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