Computing for accelerator physics Ilya Agapov, 7/12/09, DESY ...
Computing for accelerator physics Ilya Agapov, 7/12/09, DESY ...
Computing for accelerator physics Ilya Agapov, 7/12/09, DESY ...
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Linear optics<br />
A typical parametrization – through socalled twiss parameters<br />
A beam transport system (e.g. beam parameters) easily given by matrix multiplication.<br />
Writing a program to SIMULATE linear beam optics is straight<strong>for</strong>ward and can be<br />
done in a matter of days (<strong>for</strong>tran) or hours (matlab, mathematica, python, root etc.).<br />
Almost every computerinclined <strong>accelerator</strong> specialist has probably done it.<br />
Computeraided design:<br />
Too many free parameters. Still designed by humans from analytical principles<br />
starting from simple building blocks (FODO cell; final doublet/triplet)<br />
Only tuning (matching) of optics: find exact magnet settings to fit the beam size at IP<br />
Further issues, e.g.:<br />
Powering constraints<br />
xs= s cos s<br />
Cost issues (tunnel length minimization, required current minimization)<br />
Attempts at multiobjective genetic optimization have been made