1 / 16

Why Laser Accelerator?

Why Laser Accelerator?. High power: ~ petawatts High intensity (field): 10 22 W/cm 2 ~ 2.7x10 12 V/cm Accelerator gradient: limited by materials damage threshold ~ 1GV/m (fused silica) Low loss in guiding structure: 0.2dB/km. losses ~ 0.2 dB/km at l =1.55µm (amplifiers every

jabari
Download Presentation

Why Laser Accelerator?

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. Why Laser Accelerator? • High power: ~ petawatts • High intensity (field): 1022 W/cm2 ~ 2.7x1012 V/cm • Accelerator gradient: limited by materials damage threshold ~ 1GV/m (fused silica) • Low loss in guiding structure: 0.2dB/km

  2. losses ~ 0.2 dB/km at l=1.55µm (amplifiers every 50–100km) more complex profiles to tune dispersion “high” index doped-silica core n ~ 1.46 “LP01” confined mode field diameter ~ 8µm protective polymer sheath Optical Fibers Today silica cladding n ~ 1.45

  3. Solid-core Holey Fibers solid core holey cladding forms effective low-index material Can have much higher contrast than doped silica… strong confinement = enhanced nonlinearities, birefringence, … [ J. C. Knight et al., Opt. Lett.21, 1547 (1996) ]

  4. 1000x better loss/nonlinear limits (from density) Hollow-core Bandgap Fibers Bragg fiber [ Yeh et al., 1978 ] 1d crystal + omnidirectional = OmniGuides 2d crystal Photonic Crystal PCF [ Knight et al., 1998 ]

  5. Experimental Air-guiding PCF [ R. F. Cregan et al., Science285, 1537 (1999) ] 10µm 5µm

  6. silica glass tube (cm’s) (outer cladding) ~50 µm fiber draw fuse & draw ~1 mm Fabrication: Air-guiding PCF

  7. 3 1 compatible materials Thermal evaporation 2 Make pre-form (“scale model”) chalcogenide glass, n ~ 2.8 + polymer (or oxide), n ~ 1.5 fiber drawing Fabrication: Bragg Fiber [Y. Fink et al., MIT ]

  8. white/grey = chalco/polymer A Drawn Bandgap Fiber [Y. Fink et al., MIT ]

  9. Acceleration Mode in Bragg Fiber • b=k0=2p/l • a/l=1 • nhigh=2.6 • nlow=1.6 • Er=-jp r/l Ez • Radiation loss: 0.2dB/km • 20-pair of layers

  10. Small Surface Field Structure • b=0.79253k0 • a/l=1 • nhigh=2.6 • nlow=1.6 • Er=0 at r0=a

  11. Dispersion Relation: TM01 1mm No perturbation

  12. 1mm Dispersion Relation: TM01

  13. Surface Field Perturbation in Cladding (Metal) Perturbation in Core pa/l=2.2 pa/l=3.14

  14. Summery • Hollow core fiber is able to confine acceleration mode (TM01, vp=c) • Uniform light wave guiding does not reduce Er (pr/aEz) • Looking for structures that can be made for acceleration (polymer microstructured fiber, tapered fiber)

  15. Other Challenges • light coupling, (evanescent coupling) • mode excitation, • imperfection vs. mode mixing • …

More Related