3rd harmonic Landau cavity system at Max III - 16th ESLS RF Meeting
3rd harmonic Landau cavity system at Max III - 16th ESLS RF Meeting
3rd harmonic Landau cavity system at Max III - 16th ESLS RF Meeting
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
An iter<strong>at</strong>ive algorithm<br />
Bunch shape is determined by a potential derived from<br />
total <strong>cavity</strong> voltage V(φ)<br />
Excit<strong>at</strong>ion of passive <strong>harmonic</strong> <strong>cavity</strong> (cavities) depends on<br />
bunch shape (F and θ)<br />
• Iter<strong>at</strong>ion starts from a guess for F and θ<br />
• Finds a stable, self consistent solution<br />
• Code works for triple <strong>RF</strong> <strong>system</strong> (3 rd and 5 th <strong>harmonic</strong> in <strong>Max</strong> <strong>III</strong>)<br />
<strong>ESLS</strong> <strong>RF</strong> meeting 2012 – Alba, Barcelona – Jonas Breunlin 6
Change language