high charge yield from nanopatterned cathodes in s band
play

High charge yield from nanopatterned cathodes in S-band RF - PowerPoint PPT Presentation

High charge yield from nanopatterned cathodes in S-band RF photoinjector P. Musumeci and R. K. Li UCLA Department of Physics and Astronomy PPP workshop 2012 Background To generate high average power beams, cathode yield and drive laser


  1. High charge yield from nanopatterned cathodes in S-band RF photoinjector P. Musumeci and R. K. Li UCLA Department of Physics and Astronomy PPP workshop 2012

  2. Background • To generate high average power beams, cathode yield and drive laser power is still a major limitation. • No need to struggle to get above work-function photons to initiate photoemission. • Take advantage of the large charge yield from multiphoton photoemission. – Ultrashort laser pulses on cathode naturally married with ‘blow - out’ regime. Musumeci et al. – Avoid lossy non linear frequency conversion. PRL , 100 :244801, 2010 • How to enhance multiphoton photoemission? – By modifying reflectivity – By optical field enhancement  Surface plasmon excitation (Padmore, PPP 2010)

  3. Outline • Nano-plasmonics inside an RF photoinjector • Reflectivity response • High charge yield from nanopatterned cathodes tested in high gradient RF guns • Damage threshold and limitations • Nanopatterned beam dynamics • Conclusions

  4. Surface plasmon assisted photoemission • The reflectivity of a metal can be controlled by coupling incident linearly polarized light with surface plasmon oscillations. • Kretschmann geometry requires back-illumination. • The coupling can also be done by using periodic nanostructures such grids or arrays of holes. • Low reflectivity corresponds to optical electric field enhancement. FDTD simulations 10 nm bandwidth

  5. Nano-hole arrays using Focused Ion Beam technique • most nano-fabrication techniques/machines work on small pieces (light, very thin, wafer-like) • larger pieces with FEI Nova 600 Dual-Beam FIB at UCLA • Target nanostructures directly onto the gun cathode test the operation parameters of the FIB (nA, passes) • target dimensions: d=765 nm h=244 +- 15 nm w=185 +- 15 nm • FDTD: ~0% at 800 nm, bandwidth 10 nm • variations due to random orientation and sizes of the grains 5

  6. the final FIB-ed pattern • specify the hole coordinates with a script file (limited to 1000 points each pitch) • each pitch 25 um square, 5 × 5 pitches • 125 um square pattern finished in 30 minutes • ready for optical characterization and gun installation 6

  7. Reflectivity measurements of the FIB-ed cathode • Pattern visible to naked eyes cathode IR • imaged at near normal incidence ( < 10 deg ) • with room light / 800 nm laser scattered room light reflected 800 nm laser reflectivity of the flat surface 88% reflectivity of the pattern 64%

  8. Effect of pattern non-uniformity: simulations • FDTD: ~0% at 800 nm with d=765 nm, h=244 nm, w=185 nm, identical Gaussian shape • large variations in the (test) fabricated structures • run FDTD again using some of the SEM measured dimensions variation of the dimensions (cross section of the 3D model) • min. 22%@790 nm • wider bandwidth 8

  9. FIB is not the only way…. • E-beam lithography (UCLA- CNSI) • UV lithography (Padmore group, LBNL) • Need to interface with cathode flange Cathode plug engineering to be compatible with nanofabrication techniques and single crystal wafers Successfully installed in RF gun! Exciting opportunity for cathode testing ahead…

  10. Single crystal samples 1  FIB optimized for 100 grain 0.8 orientation 0.6  Much more uniform 0.4  Measurements at LBNL ypol ytilt -2deg  Benchmark and calibrate FDTD 0.2 ypol ytilt 0deg ypol ytilt 2deg ypol ytilt 4deg simulations 0 300 400 500 600 700 800 900 1000 • 600 nm peak ?! • Measurement scheme 840 nm peak (too long !)  Last iteration: 710 nm spacing between nano-holes Single crystal SEM image

  11. ‘Warm’ test of the FIB -ed cathode • Installation into the photocathode rf gun • RF tuning procedure (pulling the cathodes toward the back) • static vacuum 1e-9 torr • increase the rf power for surface conditioning • dark current (field emission) level comparable with regular flat cathode • E xciting moment: shine the laser and scan across the cathode… when laser hit the nanopattern e- beam from flat surface 12

  12. Charge Yield map M • virtual cathode: position and intensity e- beam calibrated rf gun of the IR laser on the cathode camera • calibrated camera: e- beam charge BS virtual cathode IR 1.75 • charge yield ratio 500 Laser spot 2.110 1.847 • can not be totally explained by the 1.585 1.50 <0.01 y / mm 1.323    3 3 reflectivity: ( 1 0 . 64 ) /( 1 0 . 88 ) 27 Y(m) 1.060 0.7975 • expected as the simulation show field 0.5350 1.25 enhancement around each nanohole 0.2725 0.01000 125 um x 125 um 1.00 1.25 1.50 1.75 x / mm X(m)

  13. Polarization dependence • Interesting question: does polarization matter? • Spacing between holes is different at 45 degrees. • Small effect due to incident angle on cathode being 5 degrees • Measurements (taking into account mirror reflectivity) confirm simulation prediction. • No polarization dependence. Equation y=y0+A*sin(pi*(x-xc )/w) Charge Adj. R-Square 0.70414 Sine fit Value Standard Error B xc -1.65547 2.00264 B w 21.58648 1.57154 B A 174.26201 31.64152 B y0 3015.27863 24.22902 3500 Charge (a.u.) 3000 2500 -70 -60 -50 -40 -30 -20 -10 0 10 20 Waveplate angle

  14. Damage threshold • Definitely different than flat surface. bright field zoom x50 • For copper absorbed fluence threshold 50-60 First sample mJ/cm 2 • Increased laser absorption can cause significant Laser spot damage • Damage after 10 3 shots at 25 mJ/cm 2 incident >500 GW/cm2 fluence • Increase can be explained by field (intensity) enhancement Laser spot Damaged pattern

  15. Charge yield measurements • Measured charge density scales as 3 rd power of laser intensity Charge yield from nanopatterned surface - indicating a 3-photon process • 35 MV/m extraction field. (30 degrees 2 ) Charge yield (pC/mm Slope = 3 1 phase at 70 MV/m peak) • Saturation due to the virtual cathode limit Flat copper surface 0.1 could be affected by non uniform surface charge density at emission plane 0.01 • e-beam bunch length comparable with the same charge beam from a flat area. 10 100 2 ) Intensity (GW/cm (measured by RF deflector) in – vacuum mirror not - nanoholes are low-Q cavities calibrated yet… - broad resonances

  16. Beam dynamics from nanopatterned cathodes o Thermal emittance measurements tim e=1.4e-013 4e-6 • Grid images look blurry. 3e-6 • Emittance analysis give somewhat (~1.5 times) 2e-6 1e-6 larger values when compared to flat surface 0e-6 y thermal emittance -1e-6 o Nanopatterned beam simulations. -2e-6 -3e-6 • Can the structure be preserved? -4e-6 • -4e-6 -2e-6 0e-6 2e-6 4e-6 Can we demonstrate that emission is mostly x GPT Avg(z) = 7.56254e-008 from hole region? • Multi-scale simulation problem. Requires ad-hoc numerical algorithms. 60 um rms

  17. Acknowledgements • H. To (nanopatterned fabrication) • C. M. Scoby, J. T. Moody, E. Threkheld, D. Cesar, K. Roberts, E. Curry (Pegasus Team) • LBL H. Padmore, A. Polyakov • Radiabeam Technologies. G. Andonian • Funding agencies: DOE-BES, DOE-HEP, JTO-ONR

  18. Conclusion and discussion • Nanoplasmonics meets high brightness electron sources • Significant increase in multiphoton charge yield with respect to flat surface – Reflectivity – Local intensity enhancement • First RF photoinjector test successful • Beam properties measured • Damage threshold limitation • Applications of nanopatterned cathodes • Increase absolute charge yield ? – Optimize structures. Nanogrooves. – Different substrates/metals • Sub-wavelength patterning initial beam distribution. • Nanostructures beam dynamics evolution

  19. • When: 12/12/12 – 12/14/12 • Where: University of California, Los Angeles • What: Workshop on Ultrafast Electron Sources for Diffraction and Microscopy applications http://home.physics.ucla.edu/UESMD_2012/ The goal is to convene together people from the accelerator and instrument development community with some of the application guys and define the capabilities and limits of the technique in order to trace a path on how progress in UED can really make an impact in material studies and ultrafast science. Which of the beam characteristics should we push more? What processes or material studies will take most advantage from the unique properties of the source? What are the limits (and the requirements) in temporal resolution? Co-Chairs: X.J. Wang & P. Musumeci

  20. Strong polarization dependence for some patterns Shifted resonance. Not clear if FIB has some issues.

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend