Probing Ferroelectricity, Charge Density Wave Dynamics, and Magnetism with Submicron X-ray Diffraction Paul G. Evans Department of Materials Science and.

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Presentation transcript:

Probing Ferroelectricity, Charge Density Wave Dynamics, and Magnetism with Submicron X-ray Diffraction Paul G. Evans Department of Materials Science and Engineering University of Wisconsin, Madison APS SAC Microbeam Review January 21, 2004

Outline Brief Introduction to Microbeam Experiments at Sector 7 of the APS Overview: Physical Phenomena and Motivation In Depth: Polarization Switching and Fatigue in PZT Thin Films, Magnetic Domain Evolution in Antiferromagnetic Chromium Conclusions, Future Directions

MHATT-CAT’s mission: To develop a productive, open-access center for world-class research in x- ray science exploiting the unique characteristics of the APS, especially timing and brilliance. Unique Capabilities: Ultrafast Laser Facility Staff Expertise in Ultrafast Optics and X-ray Science, Diffraction, Scattering, and Spectroscopy White Beam Diffraction with Submicron Focusing with G. Ice-style Mirrors Small Angle Scattering/XPCS with Fast CCD Direct Detection MHATT-CAT Sector 7 Center for Real-time X-ray Studies

Relaxation dynamics of magnetic polymers using XPCS (collaboration with Ford Research, Dearborn, MI) Micro-fluorescence mapping of mineral intrusions (Dan Core, Geosciences Dept., Michigan) Development of Li-metal x-ray lenses (Nino Pereia, Ecopulse Inc., Fairfax, VA) Studies of core excitations in Kr microjets (Linda Young, ANL) Doped magnetic semiconductors (Frank Tsui, U. of North Carolina, Y. Chu, APS) Microbeam General User Research at Sector 7

DYNAMICS IN MAGNETORHEOLOGICAL ELASTOMERS William F. Schlotter, Codrin Cionca, Sirinivas S. Paruchuri, Jevne B. Cunningham, Eric Dufresne, Steve B. Dierker, Dohn Arms and Roy Clarke University of Michigan, Ann Arbor John M. Ginder and Mark E. Nichols Ford Motor Company, Research Laboratory, Dearborn, MI CCD Scintillation counter electromagnet sample detectors Coherent small angle scattering. MR sample is rigidly mounted while direction of magnetic field is alternated W. F. Schlotter, et al., Int. J. Mod. Phys. B (2002).

focused unfocused LITHIUM REFRACTIVE LENSES Sawtooth Li Lens Recent results: flux gain ~ 40 spot size ~ 20  m E. M. Dufresne, et al., Appl. Phys. Lett. 79, 4085 (2001). N. R. Pereira, et al., Rev. Sci. Instrum (2004). Sawtooth and Parabolic Lithium Lenses

X-ray Microdiffraction as a Tool for Physics and Materials Science 6 to 30 keV ph/s/0.01%BW Minimum spot (APS, sector 2) x 0.15 µm 2 Contrast from: Diffraction, Composition, Ferroelectric Polarization, Magnetization. Problems with existing techniques: time resolution, electrodes, quantification.

Submicron Science with X-ray Diffraction Strain in MEMS-inspired substrates for SiGe epitaxial growth. (Sector 2) With B. Lai, Z. Cai (APS), P. Rugheimer, and M. Lagally (U. Wisc.) (P. G. Evans et al., submitted, Jan. 2004) Charge density wave dynamics in NbSe 3 (Sector 2) With R. Thorne (Cornell U.) V=0 V=131.3 mV

Submicron Science Spin density wave antiferromagnetism in Cr (Sector 2) With E. Isaacs, B. Lai, Z. Cai (ANL) (P. G. Evans et al., Science 2002) Polarization reversal and piezoelectric distortion in ferroelectric PZT thin films. (Sector 7) With C.-B. Eom, (U. Wisc) and E. Dufresne (U. Mich/Sector 7) (D.-H. Do et al., submitted, Nov. 2003)

Outline Brief Introduction to Microbeam Experiments at Sector 7 of the APS Overview: Physical Phenomena and Motivation In Depth: Polarization Switching and Fatigue in PZT Thin Films, Magnetic Domain Evolution in Antiferromagnetic Chromium Conclusions, Future Directions

Epitaxial PZT Thin Film Capacitors 2 P r  95  C/cm 2  angle relative to STO (002) (sec.) intensity tetragonal PbZr 1-x Ti x O 3 x= nm or 160 nm PZT thickness

Time Resolved Microdiffraction with Zone Plate Optics at Sector 7 Piezoelectric xyz stage Electrical connection to sample Avalanche photodiode detector (up to ~3 M cps). Incident beam Use avalanche photodiode with multichannel scaler to time-resolve the diffraction signal during voltage pulses.

Spatial Resolution: Knife Edge Fluorescence Scan Aside: Spatial Resolution at Sector  m FWHM Limitations at Sector 7: Vibrations, Be Windows (?)

(002) x-ray reflection x-ray reflection Intensities are different because PZT lacks inversion symmetry! Probing Ferroelectric Polarization Switching with X-ray Microdiffraction X-ray photon energy energy 10 keV.

Maps of the intensity of PZT (002) reflection vs. the position of the beam on the sample. Intensity following –10 V pulse is 25% higher than Imaging PZT Polarization Switching

0.8V 1.2V1.6V2.0V2.8V -10V 20  m 1. Apply negative voltage pulse to produce uniform polarization. Switching with E  E c 2. Apply a positive pulse near E c. Device switches in well defined areas. 500  s triangle pulses

Applied Voltage (V) ΔPrΔPr Switched Polarization Quantitative Relationship of Polarization to Switched Area Switched Area Measured from X-ray Microdiffraction Maps is Proportional to the Total Switched Polarization.

Time Resolved Diffraction During Switching - 10 V + 10 V 20  m time (ms) 0 1 intensity time (ms) intensity +10V 0V -10V Applied Voltage time (ms) 01 two theta (deg.) Switching of 200  m diameter device limited by RC time constant.

+10V 0V -10V Applied Voltage Positive pulses Negative pulses Quantitative Measurement of Piezoelectric Distortion Quantitative measurement: Requires No Standards. +10V 0V -10V Applied Voltage Both polarizations have d 33 =60 pm V -1.

257-5 An Electromechanical Puzzle We think: Difference between top and bottom contacts. During switching experiments the piezoelectric coefficients for positive and negative polarizations are different. time (ms) 01 two theta (deg.)

Polarization Fatigue

Polarization Fatigue: 160 nm, ± 10 V pulses

Higher Electric Field Pulses Partially Restore the Switchable Polarization

Polarization Fatigue at Higher Electric Fields

Structural Signature of Fatigue at High Electric Fields Compare Structures at Points Outside the Device With Areas Fatigued at High Electric Fields Theta-Two Theta Scans at Two Locations 80 nm thickness, 10 5 cycles, ± 10 V

Conclusions: Ferroelectrics 1.Fatigue in PZT devices with Pt electrodes pins the polarization in the state that would normally follow a positive voltage pulse to the bottom electrode. 2.Fatigue at higher electric fields in PZT thin films is accompanied by the gradual spread of a structurally distinct area. Fatigue 1.X-ray microdiffraction provides a new avenue to studying polarization switching in ferroelectric devices. 2.Quantitative agreement of x-ray observations with electrical measurements of switching. 3.Potential to take advantage of the flexibility of x-ray scattering techniques: resonant scattering, time resolved diffraction… Imaging

Spin density wave domains in chromium Domains are responsible for macroscopically observable magnetic, mechanical, electrical phenomena. Previous domain imaging experiments are at the 1 mm scale. Cr is a spin density wave (SDW) antiferromagnet. Antiferromagnetic Domains: Modulation direction Q any  Three possible Q domains. Spin polarizations S, also  Two S domains in transverse phase.  Just one S (||Q) in longitudinal phase. Cr unit cell S || [100] Q || [001] SDW leads to strain wave and charge density wave (CDW). Spins are transverse T=123 to 311 K, longitudinal for T<123 K.

Fermi surface nesting in Cr  (q) susceptibility, response of hypothetical non-magnetic system to magnetic perturbation with wavevector q Difficult to calculate  (q) directly, but common feature is where E K+q and E K are pairs of filled and empty states differing in wavevector by q. Q SDW Band structure of Cr: Fermi surfaces nest with Q=(0,0,1-  ), incommensurate with lattice.

ForceRadiation -eEelectric dipole “Thomson scattering” -eE magnetic quadrupole electric dipole magnetic dipole After F. de Bergevin and M. Brunel, Acta Cryst. A (1981). E E E H H E H H    -e (Non-Resonant) Magnetic X-ray Scattering: Classical Picture

Cr in reciprocal space CDW near (0 0 2) SDW near (0 0 1) L K Magnetic scattering appears near forbidden lattice reflections. Also: Strain wave (CDW) reflections near allowed lattice reflections. Form images using either type of reflection. H

Non-resonant magnetic x-ray diffraction from Cr Most important term of cross section scales as: Polar plot of cross section as a function of spin direction for a Q || (001) domain in our geometry.

k’-k || Cr (  ) APS Station 2ID-D

All three Q domains are present Room temperature laboratory diffractometer scans with large mm-scale beam. h scan near (2 0 0) k scan near (0 2 0) l scan near (0 0 2) Visit one CDW reflection from each family.

SDW Domains at 130 K SDW magnetic reflection CDW charged reflection incident beam h =5.8 keV incident beam h =11.6 keV

Spin-flip transition Transverse SDW phaseLongitudinal SDW phase T SF =123 K in bulk Cr Image SDW reflection as a function of temperature. Magnetic reflection disappears!

Repeat with charged CDW reflection SDW Magnetic reflectionCDW Charged reflection T=130 K T=110 K

Spin flip transition begins at Q domain edges Nominally first order transition is broadened by several degrees, even at micron scale.

Learning more about domain walls CDW near (0 0 2) SDW near (0 0 1) L K H red Q || [100] green Q || [010] blue Q || [001] 1) So far we’ve looked at Q || [001]. What happens in neighboring Q domains? 2) Two spin polarizations within transverse phase.

transverse phase S || [010] transverse phase S || [001] longitudinal phase S || [100] Magnetic cross sections in a Q || [100] domain incident beam k diffracted beam k’ Cross section with S along [100] or [010] than along [001].

Magnetic imaging of three domains

Conclusions: Chromium Self organized or artificial domains at small scales are key to macroscopic properties. Imaging is important. Spin flip transition in Cr begins at domain walls upon cooling. Future work in Cr: –Control of domain walls –Separation of bulk and interface effects

Conclusion Today: Cr antiferromagnetism and PZT ferroelectricity Future directions: –Coupling of strain between layers in multilayer films –Direct measurements of ferroelectric polarization domain wall velocity –Size effects in ferroelectric materials