1 / 12

Journal Club

Journal Club. Jan 2012. Hollow-fibre – coupling. EH 11. EH 12. Different modes propagate in the fibre. EH 13. EH 14. Nisoli , M. et al; Selected Topics in Quantum Electronics, IEEE Journal of. 1998 , 4, 414-420. Hollow-fibre – mode discrimination / attenuation. Different fibre radii.

torgny
Download Presentation

Journal Club

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. Journal Club Jan 2012

  2. Hollow-fibre – coupling EH11 EH12 Different modes propagate in the fibre EH13 EH14 Nisoli, M. et al; Selected Topics in Quantum Electronics, IEEE Journal of. 1998, 4, 414-420.

  3. Hollow-fibre – mode discrimination / attenuation Different fibre radii Different modes small fibre radius => high intensity but low transmission long fibre => good mode discrimination but lower transmission

  4. Hollow fibre – design considerations P limited by self-focusing ionizaton limits minimal core radius length of fiber is limited by propagation losses amin (Ar) = 1.6 amin (Ne) = 1.8 amin (He) He α ~ 0.45, β ~ 0.51 Vozzi, C. et al., 2005. Applied Physics B: Lasers and Optics, 80(3), pp.285-289

  5. conventional Hollow fibre parameters in principle: larger inner diameter and using a longer fiber to compensate for smaller intensity allows for better overall transmission Input: ~1 mJ with τ~30 fs best compromise between transmission losses and broadening. L is limited by production and table. Transmission sensitive to radius (more bendy = less transmission) • L = 1 m • ID = 250 µm Nagy, T., Forster, M. & Simon, P., 2008 Appl. Opt., 47(18), pp.3264-3268.

  6. Flexible fiber – why? bending problem is eliminated by stretching the fibre on the ends. Nagy, T., Forster, M. & Simon, P., 2008 Appl. Opt., 47(18), pp.3264-3268.

  7. Flexible fibers – what is this? ID/OD = 250µm / 360µm ID/OD = 320µm / 440µm

  8. Flexible hollow fibers – setup “After curing, the fiber is cut within the glued regions by a diamond tool.” HF: hollow fiber GT: glass tube VC: vacuum-tight cement OR: O-ring CR: clamping ring VT: vacuum tubing

  9. Flexible fibers – Results input: 1.1mJ, 70fs, 780nm 42% 1m 250µm Ar 300 mbar static fill F=9.2 a lot less then with no gas evacuated!! (=useless) 64% 3m 320µm Ar 200 mbar static fill F = 9.7 close to evacuated spot too small for 300 mbar of Argon? ionization at entrance? shifting of z-position? Obviously you put more effort into result you want to see Can you get better transmission with 1m? F = Δωout/Δωin

  10. Flexible fibers – Results “The ultimate spectral broadening with still regular spectral shape and acceptable spatial homogeneity” 36% 1m 250µm Ar 500 mbar static fill 48% 3m 320µm Ar 500 mbar static fill

  11. Flexible fibers – Results FROG says: 4.5 fs with 12µm (θ = 30.8°) BBO!! 48% 3m 320µm Ar 500 mbar

  12. Discussion Pros: easy to keep the fiber straight fibers don’t break that easily good transmission good beam profile after fiber Cons: increasing ID => longer tubes table size limited tiny fiber might be immediatly burnt at higher energies larger ID impractical for us?

More Related