HYSPEC IDT Polarized Beam Operation of the Hybrid Spectrometer at the pulsed Spallation Neutron Source. Outline HYSPEC: project timeline and place in the.

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HYSPEC IDT Polarized Beam Operation of the Hybrid Spectrometer at the pulsed Spallation Neutron Source. Outline HYSPEC: project timeline and place in the SNS instrument suite HYbrid SPECtrometer’s layout and principal features Polarized beam setup: principle and components Performance optimization of the (Fe/Si) transmission polarizer Summary and open questions Igor Zaliznyak Neutron Scattering Group, Brookhaven National Laboratory HYSPEC Instrument Design Team V. Ghosh, L. Passell and S. Shapiro (BNL), M. Hagen (SNS)

HYSPEC IDT –Concept of the Hybrid Spectrometer proposed at BNL –Direct Geometry Hybrid Spectrometer presented to SNS EFAC –HYSPEC Instrument Development Team (IDT) formed –HYSPEC IDT filed Letter of Intent with SNS –HYSPEC proposal submitted to DOE –DOE CD0, HYSPEC is approved as part of the SING project –HYSPEC’s placement approved, design&engineering: real work begins –DOE CD2, HYSPEC’s performance baseline approved –DOE CD3, construction begins –CD4, commissioning & beginning of operation HYSPEC’s timeline

HYSPEC IDT HYSPEC Teams. S. M. Shapiro, co-PIBNL I. Zaliznyak, co-PIBNL D. AbernathySNS L. DaemenLANL B. GaulinMcMaster J. GardnerBNL V. GhoshBNL M. GrevenStanford M. HagenSNS K. HirotaISSP V. KiryukhinRutgers Y. LeeMIT C. MajkrzakNIST R. MQueeneyAmes/Iowa St. U. S. NaglerORNL R. OsbornANL L. PassellBNL L. P. RegnaultILL J. RhyneU. Missouri J. TranquadaBNL G. XuBNL A. ZheludevORNL IDT Members and their Affiliations I. Zaliznyak (BNL) S. M. Shapiro (BNL) L. Passell (BNL) V. J. Ghosh (BNL) Monte- Carlo simulations W. Leonhardt (BNL) Project Engineer M. Hagen (SNS/BNL) Instrument scientist Instrument Design Team S. M. Shapiro, PI (BNL) I. Zaliznyak, PI (BNL) L. Passell (BNL) R. McQueeney (Ames/Iowa St. U.) J. Rhyne (LANL) J. Tranquada (BNL) IDT Executive Committee

HYSPEC IDT High resolution and low energy transfer  eV Multichopper Spectrometer E = meV E = meV Q = Q = Å -1 High energy transfer meV Fermi Chopper Spectrometer E = meV E = meV Q = 0.1 – 22 Q = 0.1 – 22 Å -1 High intensity at moderate resolution and medium energy transfer + polarized beam Crystal-Focussing Hybrid Spectrometer E = meV E = meV Q = 0.1 – 8 Q = 0.1 – 8 Å -1CNCS HYSPEC ARCS HYSPEC’s place in the SNS inelastic instruments suite. epithermal subthermal thermal

HYSPEC IDT Neutron spectrum produced by SNS vs reactor

HYSPEC IDT Comparison of the HYSPEC performance with other inelastic instruments planned for the SNS MCSTAS simulations by HYSPEC IDT (V. Ghosh), with different re-scaling for ARCS and SEQUOIA CNCS, ARCS and HRCS intensities were re-scaled to the same, coarser energy resolution as HYSPEC (this over-estimates their actual intensity) MC simulations by SNS (G. Granroth and D. Abernathy)

HYSPEC IDT Layout of the SNS instrument suite

HYSPEC IDT HYSPEC layout and principal features To get more information, and for the project updates, please, visit T 0 Chopper T 2 Chopper Monochromator Goniometer Radial Collimator or Bender Polarizers Flight Chamber (Ar/He filled) Detectors

HYSPEC IDT HYSPEC layout in the polarized beam mode transmission polarizers 2cm x 5cm (WxL) with 20’ Soller collimators upfront Heusler crystal monochromator, vertically focussed neutron spin flipper

HYSPEC IDT HYSPEC polarization analysis: principle and experimental demonstration on SPINS at NIST S.-H. Lee, C. F. Majkrzak, Physica B , 341 (1999) Heusler Polarized beam Measurement with a Position Sensitive Detector (PSD)

HYSPEC IDT HYSPEC polarization analysis: experimental demonstration with PSD on SPINS Nuclear and magnetic scattering intensities in La 5/3 Sr 1/3 NiO 4 I. A. Zaliznyak and S.-H. Lee, in Modern Techniques for Characterizing Magnetic Materials, ed. Y. Zhu (to be published by Kluwer Academic, 2004)

HYSPEC IDT HYSPEC setup for polarization analysis  Polarized incident beam is supplied by reflection from the vertically focusing Cu 2 MnAl (Heusler alloy) crystal monochromator 10 meV < E i pol < 90 meV  Polarization analysis of the scattered neutrons is performed by a set of supermirror-bender transmission polarizers, each 2 cm wide, 5 cm thick and 15 cm high, 3.7 meV < E f pol < meV

HYSPEC IDT Most important question: can we expect the transmission polarizers to work up to meV? Performance of an optimized Fe/Si transmission polarizer for ~15 meV C. Majkrzak, Physica B 213&214 (1995) Yes, but fine-tuning of the polarizer tilt angle is necessary.

HYSPEC IDT MC simulation (NISP) of HYSPEC operation in the polarized beam mode: beam separation Simulation for the bender geometry optimized for E=14.7 meV (C. Majkrzak, 1995) Sample-to-detector distance L SD is 4.5 m

HYSPEC IDT The spatial separation of two polarizations for different sample-to-detector distances θ c (up) = 3.0 θ c Ni, θ c (down) = 0.6θ c Ni. The two polarizations only become sufficiently separated that they can be measured cleanly in the adjacent detector tubes for values of the secondary flight path L SD > 4.0m. L SD = 3.0m L SD = 3.5m L SD = 4.0m L SD = 4.5m

HYSPEC IDT Optimizing geometry of the single-bounce transmission polarizer Defining parameters are: θ c (up) and θ c (down) L, length d, channel width , tilt angle β, bend angle L ≈ 2R sin(β/2)≈ R β Optimization considerations and constraints θ c (up) = 3.0 θ c (Ni), θ c (down) = 0.6 θ c (Ni), => best we can imagine for now L≈ 50 mm => maximum length is constrained by the transmission through Si d ≤ R(1- cosβ) ≈ Lβ/2 ≈ 0.25 mm => to remove the line-of-sight polarizer bend angle β => mechanically constrained, currently use 0.57° polarizer tilt angle  => must be optimized Simple optimization condition for a single-bounce device (  + β) = θ c (up) = 3.0 θ c (Ni)

HYSPEC IDT Optimizing polarizer tilt angle at E = 3.7 meV  = 0.15°  = 0.3°  = 0.8°  = 1.2° Neutron beam profiles on the detector 20’ collimator in front

HYSPEC IDT Optimizing polarizer tilt: E = 3.7 meV is quite “forgiving” Straight beam Deflected beam

HYSPEC IDT Optimizing polarizer tilt angle at E = 10 meV  = 0.1°  = 0.3°  = 0.4°  = 0.5° Neutron beam profiles on the detector 20’ collimator in front

HYSPEC IDT Optimizing polarizer tilt angle at E = 20 meV  = 0.0°  = 0.2°  = 0.3°  = 0.4° Neutron beam profiles on the detector 20’ collimator in front

HYSPEC IDT Optimizing polarizer tilt: fine tuning is needed for higher energies Straight beam Deflected beam

HYSPEC IDT A somewhat similar concept: D7 at ILL Important differences of the proposed HYSPEC setup – optimized for thermal neutrons => optimized for using the straight-through transmitted beam => allows low-polarization-efficiency mode extending to high energies! – both spin states are measured by the detector array

HYSPEC IDT Summary and open questions Heusler monochromator provides polarized incident beam Scattered beam polarization is determined by the array of transmission polarizers –straight-through transmitted beam is always measured –polarization sensitivity covers thermal neutron energies up to ~30 meV –all scattering angles are covered, ~2/3 of detectors are efficiently used –price in intensity paid for using 20’ collimators also buys lower background and somewhat better q-resolution –Fe/Si, Co/Si, other? Optimization of the polarizer geometry for broadband operation –important to use the optimized tilt angle for every E i, and E-range –curvature choice (possibly straight stack)? –fine tuning: length, channel width, collimation in front. Effect of a coarse (2-3 degrees) radial collimator behind the polarizers?

HYSPEC IDT Spallation Neutron Source (SNS) at ORNL

HYSPEC IDT SNS accumulator ring built by BNL