High charge yield from nanopatterned cathodes in S-band RF photoinjector
- P. Musumeci and R. K. Li
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
is still a major limitation.
photoemission.
– Ultrashort laser pulses on cathode naturally married with ‘blow-out’ regime. – Avoid lossy non linear frequency conversion.
– By modifying reflectivity – By optical field enhancement Surface plasmon excitation (Padmore, PPP 2010)
Musumeci et al. PRL,100:244801, 2010
polarized light with surface plasmon oscillations.
10 nm bandwidth FDTD simulations
pieces (light, very thin, wafer-like)
d=765 nm h=244 +- 15 nm w=185 +- 15 nm
nm, bandwidth 10 nm
random orientation and sizes of the grains
5
test the operation parameters of the FIB (nA, passes)
6
cathode IR
scattered room light reflected 800 nm laser reflectivity of the flat surface 88% reflectivity of the pattern 64%
variation of the dimensions (cross section of the 3D model)
8
Cathode plug engineering to be compatible with nanofabrication techniques and single crystal wafers
Successfully installed in RF gun! Exciting opportunity for cathode testing ahead…
simulations
between nano-holes
300 400 500 600 700 800 900 1000 0.2 0.4 0.6 0.8 1 ypol ytilt -2deg ypol ytilt 0deg ypol ytilt 2deg ypol ytilt 4deg
Single crystal SEM image
12
e- beam from flat surface when laser hit the nanopattern
rf gun virtual cathode
IR BS M e- beam
calibrated camera
1.25 1.50 1.75 1.00 1.25 1.50 1.75
Y(m) X(m)
0.01000 0.2725 0.5350 0.7975 1.060 1.323 1.585 1.847 2.110
<0.01
Laser spot 125 um x 125 um
x / mm
y / mm
reflectivity:
enhancement around each nanohole 27 ) 88 . 1 /( ) 64 . 1 (
3 3
being 5 degrees
reflectivity) confirm simulation prediction.
10 20
2500 3000 3500
Charge (a.u.) Waveplate angle
Charge Sine fit
Equation y=y0+A*sin(pi*(x-xc )/w)
0.70414 Value Standard Error B xc
2.00264 B w 21.58648 1.57154 B A 174.26201 31.64152 B y0 3015.27863 24.22902
Laser spot Damaged pattern bright field zoom x50 >500 GW/cm2 Laser spot First sample
power of laser intensity
phase at 70 MV/m peak)
could be affected by non uniform surface charge density at emission plane
the same charge beam from a flat area. (measured by RF deflector)
10 100
0.01 0.1 1
Charge yield from nanopatterned surface
Charge yield (pC/mm
2)
Intensity (GW/cm
2)
Flat copper surface
Slope = 3
in – vacuum mirror not calibrated yet…
larger values when compared to flat surface thermal emittance
from hole region?
numerical algorithms.
tim e=1.4e-013
Avg(z) = 7.56254e-008
0e-6 2e-6 4e-6
GPTx
0e-6 1e-6 2e-6 3e-6 4e-6 y
60 um rms
– Reflectivity – Local intensity enhancement
– Optimize structures. Nanogrooves. – Different substrates/metals
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
Strong polarization dependence for some patterns Shifted resonance. Not clear if FIB has some issues.