Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE X-Ray FEL Operated by Los Alamos National Security, LLC, for the U.S.

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Presentation transcript:

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE X-Ray FEL Operated by Los Alamos National Security, LLC, for the U.S. Department of Energy Bruce Carlsten Los Alamos National Laboratory March 6, 2012

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Overview What is MaRIE and XFEL Description Proposal process (MaRIE 1.0) Baseline Design Concept Advanced Design Concepts Emittance partitioning example (Thursday: Bishofberger) Beam-based seeding (Thursday: Bishofberger, Marksteiner, Yampolsky) Acknowledgements: Rich Sheffield, Pat Colestock, Kip Bishofberger, Leanne Duffy, Cliff Fortgang, Henry Freund, Quinn Marksteiner, Steve Russell, Rob Ryne, Pete Walstrom, Nikolai Yampolsky Slide 2

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE and the proposal process The Laboratory has defined a signature science facility Matter- Radiation Interactions in Extremes (MaRIE) ~ $2B for full capabilities NNSA asked the Laboratory to respond (2/15/12) to their call with a trimmed-down facility (MaRIE 1.0) ($B class proposal) LANL, LLNL, SNL each responded to NNSA call with multiple proposals – NNSA will develop a future science roadmap based on input from this call NNSA may provide a MaRIE ~CD0 sometime in FY13; LANL has internal funds for beginning enabling R&D in FY12 Work that is presented at this workshop is largely funded by a Los Alamos LDRD project to identify advanced design options 12-GeV electron linac driving 42-keV (0.3Å) XFEL is cornerstone of MaRIE 1.0 Slide 3

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE will provide unprecedented international user resources First x-ray scattering capability at high energy and high repetition frequency with simultaneous charged particle dynamic imaging (MPDH: Multi-Probe Diagnostic Hall) Unique in-situ diagnostics and irradiation environments beyond best planned facilities (F 3 : Fission and Fusion Materials Facility) Comprehensive, integrated resource for materials synthesis and control, with national security infrastructure (M4: Making, Measuring & Modeling Materials Facility) Accelerator Systems  Electron Linac w/XFEL  LANSCE proton accelerator power upgrade Experimental Facilities Conventional Facilities MaRIE builds on the LANSCE facility to provide unique experimental tools to meet future materials science needs Slide 4

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Why 42-keV XFEL? MaRIE seeks to probe inside multigranular samples of condensed matter that represent bulk performance properties with sub- granular resolution. With grain sizes of tens of microns, "multigranular" means 10 or more grains, and hence samples of few hundred microns to a millimeter in thickness. For medium- Z elements, this requires photon energy of 50 keV or above. This high energy also serves to reduce the absorbed energy per atom per photon in the probing, and allows multiple measurements on the same sample. Interest in studying transient phenomena implies very bright sources, such as an XFEL. Slide 5

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE photon needs can be met by an XFEL (and photons and bandwidth for MaRIE 1.0 XFEL)  Photon energy - set by gr/cm 2 of sample and atomic number  Photon number for an image - typically set by signal to noise in detector and size of detector  Time scale for an image - fundamentally breaks down to transient phenomena, less than ps, and semi-steady state phenomena, seconds to months  Bandwidth - set by resolution requirements in diffraction and/or imaging  Beam divergence - set by photon number loss due to stand-off of source/detector or resolution loss in diffraction  Source transverse size/transverse coherence - the source spot size will set the transverse spatial resolution, if transversely coherent then this limitation is not applicable so transverse coherence can be traded off with source spot size and photon number  Number of images/rep rate/duration – images needed for single shot experiments/image rep rate/ duration of experiment on sample  Repetition rate - how often full images are required  Longitudinal coherence – 3D imaging  Polarization - required for some measurements  Tunability – time required to change the photon energy a fixed percentage MPDHFFFM4 Energy/Range (keV) Photons per image Time scale for single image50 fs >1 s0.001 s fs50 fs Energy Bandwidth (∆E/E) Beam divergence 1  rad < 10  rad 1  rad Trans. coherence (TC) or spatial res.TC  m TC Single pulse # of images/duration 100/1.5  s ---- Multiple pulse rep. rate/duration120 Hz/day0.01 Hz/mo.60 Hz/secs1 KHz/day10 Hz/days Longitudinal coherenceyes noyes Polarizationlinear noLinear/circularlinear Tunability in energy (∆E/E/time)2%/pulsefixed 10%/s10x/day Slide 6

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D MaRIE 1.0 XFEL requires tiny emittances Emitance is constrained both by beam energy and transverse coherency: The choice for beam energy (  ) is dominated by the beam emittance, not wiggler period (which can go down to 1 cm) Energy diffusion limits how high the beam energy can be (~ 20 GeV), puts a very extreme condition on the beam emittance (ideally ~ 0.1  m at 12 GeV ) An emittance of 0.1  m is an emittance ratio of about 1 for the figure above (at 12 GeV). MaRIE 1.0 XFEL baseline emittance (0.2  m) leads to a transverse coherency of about 0.8. Slide 7

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Slide 8 The baseline MaRIE 1.0 XFEL is an aggressive extrapolation of LCLS parameters – the bolded parameters are advanced targets UNITLCLSMARIE 1.0 baseline WavelengthÅ Beam energyGeV Bunch chargepC250* 100 (250) Pulse length (FWHM)fs80* 30 (75) Peak currentkA3.0*3.4 Normalized rms emittancemm-mrad (0.1) Energy spread%0.01 Undulator periodcm31.86 Peak magnetic fieldT Undulator parameter, a w Gain length, 1D (3D)m (3.3)*(6.0) Saturation lengthm6580 Peak power at fundamentalGW30* 8 (17.6) Pulse energymJ2.5* 0.24 (2.4) # of photons at fundamental 2 x * 2x10 10 (2x10 11 ) *Y. Ding, HBEB, 11/09

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Slide 9 Idealized time-dependent GENESIS simulations motivate baseline design (0.01% energy spread) ELEGANT simulations indicate that 0.2 micron emittance, 0.01% energy spread reasonable starting points Consistent with new injector simulations at low bunch charges (100 pC)

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D S-band accelerator to 12 GeV XFEL undulator - resonant at 0.3 Å S-band accelerator to 250 MeV S-band accelerator to 1 GeV L-band photoinjector First bunch compressor Second bunch compressor MaRIE XFEL baseline and advanced conceptual thinking MaRIE XFEL baseline should be fully upward compatible with advanced design technology insertions: Emittance partitioning at 250 MeV Initial modulation at 200 nm before second bunch compressor leads to harmonic current at 0.3 Å Single-bunch seeding may be better alternative Injector bunch length and first compressor energy main trades psec to 3 psec (at ~250 MeV) to 30 fsec (at 1 Gev to maintain upward compatibility) Slide 10

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Slide 11 Complex tailoring of longitudinal bunch profile leads to more uniform fields, less wavebreaking and significantly better emittance compensation Novel photoinjector design (Rich Sheffield) may directly lead to emittances of 0.1 micron for 100 pC (with thermal component) Moving from PARMELA (red) to OPAL (blue) simulations for higher fidelity Motivated by PITZ photoinjector scaling:

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Slide 12 2 nd BC at 1 GeV: ELEGANT simulations assume 0.15 micron initial emittance and 500 eV initial beam energy (at 30 psec) (double EEX design motivated by Zholents) 70:1 Telescope RF cavity Dipoles Sextupole and lens Final longitudinal phase space (12 GeV) Octupole is able to straighten longitudinal phase space Initial:  x = 0.15  m  x = 386  m  z = 92.6  m  z = 400  m (3-psec FWHM) After 1 st EEX:  x = 92.7  m  x = 5060  m  z =  m  z = 25.2  m Before 2 nd EEX:  x = 47.8  m  x = 75  m  z =  m  z = 25.2  m After 2 nd EEX:  x =  m  x = 318  m  z = 47.8  m  z = 4.33  m (30 fsec FWHM) Octupole After octupole:  x = 47.8  m  x = 5060  m  z =  m  z = 25.2  m

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Baseline coupled time-dependent ELEGANT/GENESIS simulations Slide 13 Some degradation from idealized results due to non-ideal bunch shape Still, results indicate a nominal X-rays from 60-m undulator, bandwidth ~ 10 -3, relatively conservative initial emittance and energy spreads (500 eV is about factor of 2 larger than our PARMELA simulation results, leads to final energy spread of ~ ) Likely significant increase (factor of 2) with additional tuning, added safety factor Beam transport reasonable

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D Slide 14 Nonlinear undulator taper research is important to both MaRIE 1.0 baseline and advanced concepts Evolution of the Energy Distribution Nonlinear taper (10-14%) increases power by factor of ~ 40 (time-independent simulations) Want the MaRIE 1.0 design to be upwardly compatible with 200- m undulator with a quadratic taper MEDUSA GENESIS Slide 14

Operated by Los Alamos National Security, LLC for NNSA U N C L A S S I F I E D 250 pC  x = 0.1  m  y = 0.1  m “slice”  z < 0.9 mm by 50 keV = 90  m Chicane-based compressor to 3 psec  x = 4.9  m % scraping Emittance partitioning at 250 MeV Slide 15