Progress Report on UCLC Simulations at Cornell Presenter David Sagan
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Progress Report on
UCLC Simulations
at Cornell
Presenter: David Sagan
January 7, 2004 David Sagan -1-
Project
Work done as part of the UCLC R&D for a linear collider.
Reference:
“Beam simulation: main beam transport in the
LINACs and beam delivery systems, beam halo
modeling and transport, and implementation as a
diagnostic tool for commissioning and operation.”
G. Dugan, et. al
http://www.lns.cornell.edu/public/LC/UCLC/projects.html
January 7, 2004 David Sagan -2-
Collaborators
Gerry Dugan Joe Rogers
Laura Fields David Rubin
Lawrence Gibbons David Sagan
Hanna Mahike-Krueger Jeff Smith
Mark Palmer Jeremy Urban
Ritchie Patterson
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Bmad
The main simulation tool used at Cornell is the Bmad
subroutine library (written in Fortran90) for simulations of
relativistic charged-particle dynamics.
Bmad was developed to provide a flexible and
powerful platform for code development.
Bmad helps to:
• Cut down on the time needed to develop programs.
• Minimize computation times.
• Cut down on programming errors.
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Bmad Features
Bmad features include:
• MAD-like lattice file input format.
• Full set of element types:
Quadrupole, Sextupole, Solenoid, Sol_Quad,
Wiggler, BeamBeam, Sbend, Kicker, Taylor, etc…
• Routines for:
transfer matrices, Twiss parameters, particle tracking,
Runge-Kutta integration, radiation damping and excitation,
symplectic integration, Taylor maps, radiation integrals, etc…
• Easy simulation of “Control Room knobs”.
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Recent Progress
Bmad has been extended for LINAC simulation:
• Macroparticle tracking implemented
- Full 6 x 6 sigma matrices
- Ability to track through bends
• LCavity element with wakefields implemented.
• XSIF (Extended Standard Input Format) parser implemented.
• I_Beam element implemented*
• Initial comparison with LIAR shows agreement.
Other progress:
• Bmad Documentation [http://www.lepp.cornell.edu/~dcs].
• Fortran to C structure conversion standard (Fortran2003).
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Future Simulations
• Explore the effects of guide field and RF errors on beam size
and trajectory.
• Explore the current dependence of beam size and trajectory due
to wakes.
• Simulate the measurement of trajectories, phases, and coupling.
Develop algorithms for finding and correcting errors.
• Use the simulation to explore commissioning strategies, (using
beam based measurements to steer beam down the length of the
LINAC and then to eliminate errors.
• Simulate the effectiveness of feedback to compensate for
ground motion, etc.
• Include a beambeam simulation (Guinea Pig?) for a complete
simulation from injector to to detector.
January 7, 2004 David Sagan -7-
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