update on zs transitions
DESCRIPTION
Update on ZS transitions. B. Salvant Acknowledgments: B. Balhan, F. Caspers, J. Varela, C. Zannini. Context. Presentation at last SPSU on simulations of transitions between ZS tanks Following the comments at the meeting, the simulations were revised and it turned out that: - PowerPoint PPT PresentationTRANSCRIPT
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Update on ZS transitions
B. Salvant
Acknowledgments:B. Balhan, F. Caspers, J. Varela, C. Zannini
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Context• Presentation at last SPSU on simulations of
transitions between ZS tanks• Following the comments at the meeting, the
simulations were revised and it turned out that:– The stainless steel used was not of the correct type, and the
conductivity was overestimated (thanks Fritz!)– The geometry used was really oversimplified– There are damping resistors (as suggested by Jose, and confirmed by
Bruno)
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Transitions between ZS Effective impedances at low frequencyIm(Zlong/n)~ 7 mOhmIm(Zx)~ 2 kOhm/mIm(Zy)~ 8 kOhm/m
900 MHz
1.18 GHzRs=1.1 MOhm (stainless steel)Q=14000 (stainless steel)
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More realistic pumping module
• No damping resistor• Stainless steel 316 (conductivity 1.35e6 S/m)
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1st mode:
E field
H field
Shun
t im
peda
nce
(Lin
acO
hm)
F=0.54 GHzRs=130 kLinacOhm (=65 kOhm)Q=2000
No damping resistor, but far from fields
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2nd mode
E field
H field
Shun
t im
peda
nce
(Lin
acO
hm)
F=1.05 GHzRs=130 kLinacOhm (=65 kOhm)Q=2500
No damping resistor
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With damping resistor
First try indicates that the 2nd mode is not affected much by the presence of a damping resistor in the middle of the pumping port
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With damping resistor and holder
Same conclusion as before. Not much change
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Outlook
• Impedance given at the last meeting was overestimated
• Very complicated structure (volume is not closed on both sides), needs more iterations for convergence studies
• Measurements could be redone with TE/ABT if we think it is needed