1 / 92

DTL, S(F)DTL & CCL

DTL, S(F)DTL & CCL. C avity fundamental & technology of J-PARC linac. KEK Fujio Naito. Contents. I. Introduction to the RF cavity. II. Short story of beam motion III. DTL & SDTL for J-PARC. IV. ACS. Block diagram of the linac for J-PARC. Requirements for the linac of J-PARC.

sovann
Télécharger la présentation

DTL, S(F)DTL & CCL

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. DTL, S(F)DTL & CCL Cavity fundamental & technology of J-PARC linac • KEK Fujio Naito

  2. Contents • I. Introduction to the RF cavity. • II. Short story of beam motion • III. DTL & SDTL for J-PARC. • IV. ACS

  3. Block diagram of the linac for J-PARC

  4. Requirements for the linac of J-PARC Current Average 675 μA Peak 50 mA Pulse Pulse width 500 μsec Repetition 50 Hz Chopping ratio 56 % RF duty (600μsec) 3 % Beam Energy 400 MeV Momentum width Δp/p = ±0.1 % (100 %) Emittance 3~5 πmm-mrad (99 %)

  5. I. RF field in the cavity • Microwave in the cylindrical waveguide • Microwave in the pill box cavity • Multi cell cavity

  6. Wave equations for Ez & Hz. Cylindrical coordinates (r,θ,z)

  7. Mode of the traveling wavefor z-direction Ez=0, Hz=0 (TEM) Ez=0, Hz≠0 (TE) Ez≠0, Hz=0 (TM) TM mode: Standard mode for RF accelerating cavity since Ez≠0.

  8. Solution for Ez ( TM mode )

  9. Solution for R • Boundary conditions: • R is finite at r=0. • Ez, Eθ is zero at r=a. ( a: cylinder radius ) A2=0, Jm(kca)=0, n-th root:Pmn=kca then kc=Pmn/a

  10. Bessel functions

  11. Electric field pattern of the TM 01 mode ( P01=2.405, λc=2πa/P01=2.61a )

  12. Dispersion curve (Tilt of the line) = vp/c (Tangent of the dispersion curve)= vg/c

  13. Boundaries for z-direction (cavity) (Forward wave) + (Backward wave) = (Standing wave) TM010 TM011 TM012

  14. TM modes in the cylindrical cavity

  15. Principle of the DTL

  16. TE modes in the cylindrical cavity

  17. Inter-digital H (IH) structure linac TE111 *Advantages High Q High Z *Disadvantages Et≠0 Ez: non-uniform ( EPAC2000, Kesler, et al. )

  18. Dispersion curve for the cylindrical cavity

  19. DTL-1 for J-PARC

  20. Ez distribution for DTL-1

  21. Boundaries for z-direction (cavity) (Forward wave) + (Backward wave) = (Standing wave) TM010 TM011 TM012

  22. Ez distribution for DTL-1

  23. Energy gain & Transit time factor Transit time factor Pill box cavity (TM010) If E(z,0)=constant,

  24. Other mportant parameters Z: shunt impedance ZTT: effective shunt impedance Q-value

  25. ZTT

  26. Measured Ez of the first 3 cells of DTL-1

  27. Ez distribution of SDTL-3

  28. Multi-cells cavity Example) 2 cells case Freq( 0-mode) < Freq.( π-mode )

  29. EM field in the magnetically coupled 2 cell cvity f(0) > f(π)

  30. Infinitely long cavity-chain structure Vg=0 Vg=(max) Vg=0 Dispersion curve (Brillouin zone)

  31. π/2 mode cavities SCS ACS APS

  32. EM field in SCC π/2 0 π f(0) < f(π/2) < f(π) Et≠0

  33. Bridge coupler

  34. Bridge coupler for ACS TM010 mode ( +TM014 ) TM012 mode ( +TM010 ) TM010 π/2 mode

  35. II. Beam motion in the DTL • Longitudinal oscillation • rf defocusing • ( Transverse oscillation )

  36. Velocity of particles

  37. Phase stability principle

  38. Phase acceptance ~ 3 |øs| øs ≠ 0 〜 30

  39. RF defocusing

  40. III. DTL & SDTL for J-PARC. Requirements for DTL & SDTL: • RF power source: Klystron • Tunable & compact quadrupole magnet in the DT • Precise alignment of DTs in the tank. • Higher Q-value of the tank • Uniform & stable accelerating field

  41. R&D subjects • Periodic Reverse (PR) Cu electro-forming method • Thick Cu plating on the tank inside • Compact quadrupole electro-magnet in the DT • Shield of ceramic vacuum chamber (by Vac. Gr. ) • DT alignment ( Results ) • Post-coupler tuning • ( Input coupler )

  42. Layout of the DTL for J-PARC

  43. Inside view of the DTL-1

  44. Periodic Revers ( Test cavity : (-) 20 sec (+) 4 sec ) A smooth deposit is obtained by periodically reversed current using a low copper-content acid copper sulfate bath containing no organic additives. Advantages of the PR process; (1) It produces thick deposit with smooth surface. (2) Deposit by this process has high electrical conductivity, low outgassing and sufficient thermal stability. (3) Mechanical properties of deposit is controllable.

  45. e (PR) Electroforming without brightning agent ~ OFC

  46. Standard fabrication process of PR elctroforming of Cu for the cavity: (1) pre-processing on the inner surface of the iron cylinder for the followed electroforming; (2) first PR copper electroforming (+0.5 mm); (3) lathing the copper surface (-0.2 mm); (4) 2nd electroforming(+0.5mm); (5) lathing(-0.2mm); (6) finishing by the electropolishing (-50μm), of which the depth has been chosen in order to get the better surface condition.

More Related