Download presentation
Presentation is loading. Please wait.
1
Cut inflector electrodes for 14N5+ ion
15 November 2008 Cut inflector electrodes for 14N5+ ion E.E. Perepelkin and S.B. Vorozhtsov JINR, Dubna
2
Inflector parameters Charge particle Z = 5 Mass particle A = 14
Injection energy Wk= 52 keV Electric radius = 26 mm Gap = 8 mm Electrode voltage Uinf = ±3.2 kV No tilt Magnetic field Bc = T This data was obtained from Goto-san’s inflector central trajectory
3
Cut is 0 mm Theory Z=70mm, Uinf=3.2kV, Bc=1.483T Z=26mm, Uinf=3.2kV, Bc=1.483T Z=70mm, Uinf=3.0kV, Bc=1.483T Z=70mm, Uinf=3.2kV, Bc=1.503T Z=70mm, Uinf=3.0kV, Bc=1.503T This coordinate system rotated at the angle - 39° from the AVF cyclotron coordinate system
4
Cut is 0 mm. 3D view Theory Z=70mm, Uinf=3.2kV, Bc=1.483T Z=26mm, Uinf=3.2kV, Bc=1.483T Z=70mm, Uinf=3.0kV, Bc=1.483T Z=70mm, Uinf=3.2kV, Bc=1.503T Z=70mm, Uinf=3.0kV, Bc=1.503T This coordinate system rotated at the angle - 39° from the AVF cyclotron coordinate system
5
Cut is 2 mm Theory Z=70mm, Uinf=3.2kV, Bc=1.483T Z=70mm, Uinf=3.3kV, Bc=1.483T Z=70mm, Uinf=3.2kV, Bc=1.503T Z=70mm, Uinf=3.3kV, Bc=1.503T This coordinate system rotated at the angle - 39° from the AVF cyclotron coordinate system
6
Cut is 2 mm. 3D view Theory Z=70mm, Uinf=3.2kV, Bc=1.483T
7
Cut is 4 mm Theory Z=70mm, Uinf=3.2kV, Bc=1.483T Z=70mm, Uinf=3.6kV, Bc=1.483T Z=70mm, Uinf=3.2kV, Bc=1.503T Z=70mm, Uinf=3.6kV, Bc=1.503T This coordinate system rotated at the angle - 39° from the AVF cyclotron coordinate system
8
Cut is 4 mm. 3D view Theory Z=70mm, Uinf=3.2kV, Bc=1.483T Z=70mm, Uinf=3.6kV, Bc=1.483T Z=70mm, Uinf=3.2kV, Bc=1.503T Z=70mm, Uinf=3.6kV, Bc=1.503T This coordinate system rotated at the angle - 39° from the AVF cyclotron coordinate system
9
Conclusions It’s very important to know the inflector central trajectory parameters that the real inflector exactly fit to. Inflector geometry with 2 mm cutting is better than with 4 mm. Original inflector geometry ( no cutting ) will do also by adjusting the voltage. For the multi-particle inflector the optimal cutting requires additional investigation.
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.