Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz

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Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Terahertz spin transport in
  magnetic nanostructures

      Spin

            Charge

Tobias Kampfrath
Freie Universität Berlin and
Fritz-Haber-Institut/MPG       1
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Acknowledgments
FUB/FHI THz group,
for these results:
                                                     Samridh Jaiswal
Reza Rouzegar
                                                      Gerhard Jakob
Oliver Gückstock
                                                      Martin Jourdan
Lukáš Nádvorník
                                                       Mathias Kläui
Tom Seifert
Martin Wolf

Marco Battiato                                         Ulrike Martens
Pablo Maldonado                                   Markus Münzenberg
Peter Oppeneer

David Reiß                                              Liane Brandt
Piet Brouwer                                       Georg Woltersdorf

                                                      Richard Schlitz
                                                     S. Goennenwein

                        CRC / TRR 227

                        Ultrafast Spin Dynamics
                                                                        2
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Spintronics: 3 basic operations
1. Turn spins around                      2. Transport spins                 3. Detect
                                                                                spin dynamics

  ↑ Torque                                       ↑ Spin current

    Goal:       Reach speed of other information carriers: 1 THz = 1012 Hz

       Photons in fibers: >10 Tbit/s                    Electrons in a FET: ~1 THz cut-off

        Hillerkuss et al., Nature Phot. (2011)              Del Alamo et al., Nature (2011)

                                                                                                3
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Spintronics: 3 basic operations
1. Turn spins around              2. Transport spins         3. Detect
                                                                spin dynamics

  ↑ Torque                           ↑ Spin current

     Goal:    Reach speed of other information carriers: 1 THz = 1012 Hz
     Idea:    Use THz electromagnetic pulses

    1 ps < (1 THz),1 < 300 µm.c

                                             Spin

                                                       THz ∗ spin transport < useful?

                                            Charge
                                                                                        4
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Why THz spin transport?
1) Test the speed of spintronic effects, reveal initial steps
   E.g. spin-Hall, spin-Seebeck and GMR

2) New physics, new methods                  3) Reward for THz photonics
   As THz coincides with many                   E.g. THz sources and modulators
   fundamental modes                            for spectroscopy and imaging

           -
      -                   +    +

                          - -
  Intraband transport    Phonons

               Magnons                                Stantchev et al., Science Adv. (2016)

                         How to drive spin transport?                                         5
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Important drivers of spin transport
ƒ Electric fields: E.g. spin Hall effect
ƒ Heat:            Spin-caloric effects

How to transfer to the THz range?

      Spin
                                           THz pulse

              Charge

                                                       6
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Heat-driven: The Seebeck effect

       Metal film
                       Thomas Seebeck (1821):
                       A temperature gradient drives an electron current
            -
        -              Uchida and Saitoh (2008):
                -      In ferromagnets, the Seebeck current
                       is spin-dependent

      Hot       Cold

      Temperature
      gradient

                                                                           7
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Spin-dependent Seebeck effect (SDSE)

      Fe film   ← and → electrons have very different
                transport properties
                                Uchida, Saitoh et al., Nature (2008)
                                Bauer, Saitoh, Wees, Nature Mat. (2013)

                                                                          8
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Spin-dependent Seebeck effect (SDSE)

      Fe film          ← and → electrons have very different
                       transport properties
                                       Uchida, Saitoh et al., Nature (2008)
                                       Bauer, Saitoh, Wees, Nature Mat. (2013)

                             ⇑ Spin-polarized current

                                Detection with the
                                inverse spin Hall effect
      Hot       Cold

     Temperature
     gradient

                                                                                 9
Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
Inverse spin Hall effect (ISHE)
                      Heavy
     Fe film
                      metal       Spin-orbit coupling
                                  deflects electrons
                                  ⇑ Transverse charge current
                              A
                                  ⇑ Spin-to-charge (S2C)
                                    conversion
                                    Saitoh et al., APL (2006)

                                  How can we induce an
    Hot        Cold
                                  imbalance as fast as possible?

    Temperature
    gradient

                                                                10
Inverse spin Hall effect (ISHE)
                    Heavy                   Ultrafast spin transport
          Fe film                           Malinowski et al., Nature Phys. (2008)
                    metal
                                            Melnikov, Bovensiepen et al., PRL (2011)
                                            Rudolf et al., Nat. Comm. (2012)
                                            Eschenlohr et al., Nature Mat. (2013)
                                A           Turgut et al., PRL (2013)
                                            Schellekens et al., Nat. Comm. (2014)
                                            Ganichev et al., Nature (2002)

                                            Goal:
fs pump                                     Measure quasi-electrically
pulse

                     Technical challenge:
                     ƒ Electric detection has cutoff at < 50 GHz
                     ƒ But expect bandwidth              > 10 THz

                                                                                  11
Inverse spin Hall effect (ISHE)
                           Heavy
              Fe film
                           metal

                                                                 Emission of
                                                                 electromagnetic
                                                                 pulse (~1 THz)

                                             Kampfrath, Battiato, Münzenberg et al.,
                                             Nature Nanotech. (2013)
fs pump
pulse

           ⇑ Measure THz emission from photoexcited FM|NM bilayers

Samples:           Polycrystalline films (from Kläui, Münzenberg, Woltersdorf labs)
Pump pulses:       From Ti:sapphire oscillator (10 fs, 800 nm, 2.5 nJ, 80 MHz)

                           Quick look into the lab                                     12
Simple THz emission setup in lab
                                 Optical pump beam

                                 Spintronic sample

        Si

Probe
                                 Parabolic mirror
beam

                                 Electro-optic crystal for sampling of
                                 the THz electric field

             To detection of
             probe ellipticity

                                        Typical signals              13
Typical THz waveforms from Fe|Pt bilayers
                3                                                    3
                               -20 mT
                                                                                           Pt Fe
                2                                                    2

                                                     Signal (10-5)
Signal (10-5)

                1                                                    1

                0                                                    0

                -1                                                   -1

                -2                                                   -2    Fe              Fe Pt
                               +20 mT ext. field
                -3                                                   -3
                  0        0.5        1                                0          0.5        1
                            Time (ps)                                              Time (ps)

                 Further findings
                                                                                Consistent with scenario
                 ƒ Signal × pump power
                                                                                spin transfer ∗ ISHE
                 ƒ THz electric field ] sample magnetization

                             Need more evidence for the spin Hall scenario                                 14
Ultrafast inverse spin Hall effect
              Idea:                                           Ta vs Ir:
              Vary nonmagnetic cap layer                      Opposite spin Hall angles, Ir larger

                        2
                                                                                 The inverse
  Signal (arb. units)

                                                  Fe Ir
                                                                                 spin Hall effect is
                        1                                                        still operative at
                                 Fe Ta                                           THz frequencies

                        0
                                                                                 Kampfrath, Battiato, Oppeneer,
                                                                                 Freimuth, Mokrousov, Radu,
                                                                                 Wolf, Münzenberg et al.,
                        -1                                                       Nature Nanotech. (2013)

                             0   0.1     0.2    0.3 0.4 0.5    0.6   0.7
                                               Time t (ps)
Interesting applications:
1) Rapid material characterization regarding spin-to-charge conversion
2) Measurement of spin-current dynamics                                   Compare to state-of-the-art emitter
3) Generation of THz electromagnetic pulses
                                                                                                                  15
Spintronic THz emitter
                                                                                                   1
                                                                                                        ZnTe

                                                                  Signal amplitude (arb. units)
                          4
THz signal (arb. units)

                                                                                                  0.8
                          3           Spintronic emitter,
                                      unoptimized                                                 0.6
                          2
                                                                                                  0.4             Reststrahlen gap
                          1           Standard: 0.3 mm ZnTe
                                                                                                  0.2
                          0
                                                                                                   0
                              0   1      2     3        4     5                                         0      4      8     12       16
                                         Time (ps)                                                              Frequency (THz)

                                                                                                                                          16
Spintronic THz emitter
                                                                                                     1

                                                                    Signal amplitude (arb. units)
                          4
THz signal (arb. units)

                                      70 samples later:                                             0.8
                          3           Spintronic
                                      trilayer emitter                                              0.6              Spintronic
                                                                                                                     emitter
                          2
                                                                                                    0.4
                          1           Standard: 0.3 mm ZnTe
                                                                                                    0.2
                          0
                                                                                                     0
                              0   1      2     3          4   5                                           0   4      8     12     16
                                         Time (ps)                                                             Frequency (THz)

                          More broadband, efficient and cheaper than standard emitters like ZnTe

                                                                                Seifert, Radu, Kläui, TK et al., Nature Photon. (2016)
                                                                                Yang, Wu, Qi et al., Adv. Opt. Mat. (2016)
                                                                                        Wu, Yang et al., Adv. Mat. (2017)
                                                                  Torosyan, Beigang, Papaioannou et al., Sci. Rep. (2018)

                                                 A quick look in the lab again…                                                        17
Spintronic THz emitter in the lab

Movie by Oliver Gückstock   Magnetism and thin metal
and Lukáš Nádvorník         enable interesting features…   18
More features of spintronic THz emitters
 Emitter is insensitive to                          Cavity pushes pump absorption
 pump wavelength                                    from ≈ 50% to ≈ 100%
 Papaioannou, Beigang et al., IEEE (2018)           Feng et al., Adv. Opt. Mat (2018)
 Herapath, Seifert, TK, Hendry et al., APL (2019)   Herapath, Seifert, TK, Hendry et al., APL (2019)

                     Larger emitters are easy and cheap to fabricate                               19
More features of spintronic THz emitters
 Upscaling to ~5 cm diameter                                        Tailor the magnetization
 yields 0.3 MV/cm peak field                                        landscape to generate
 Seifert, Kläui, TK et al., APL (2017)                              structured THz beams
 Fülöp, Tzortzakis, TK, Adv. Opt. Mat. (2020)                       Hibberd, Graham et al., APL (2019)

                            300
  Electric field (kV cm )
 -1

                            200

                            100
                                                                                                         Doughnut-
                               0                                                                         like
                                                                                                         beam
                            -100                                                                         cross
                                                                                                         section
                            -200
                                -0.4      0            0.4   0.8
                                              Time t (ps)

                                       The magnetization can also be temporally modulated                        20
More features of spintronic THz emitters
 Polarity modulation of THz field                 Bendable substrates
 up to 20 kHz
 Gückstock, Nadvornik, TK et al. (2020)           Wu, Yang et al., Adv. Mat. (2016)

                           Metal films can be nanostructured easily                   21
More features by nanostructuring
 Antenna-coupled spintronic                                On-chip
 emitters                                                  THz source
 Nandi, Kläui, TK, Preu et al., APL (2019)                 Weber,
                                                           Hoppe, TK,
                                                           Woltersdorf
                                                           et al. (2020)

                                                         Voltage (mV)      Time (ps)

                                             Challenge:
                                             How to further increase the THz field strength?
                                                                                               22
Challenge: More THz amplitude
fs pump   Ferrom. Nonm.     THz pulse
            (F)    (N)

             Maximize spin-to-charge-current conversion
             ƒ N should have large ISHE and large spin diffusion length
             ƒ Interface engineering
             Maximize spin current for given pump energy
             ƒ Understand how the spin current is induced

             What does the driving THz spin current look like?            23
Dynamics of the spin current
fs pump                     Ferrom. Nonm.         THz pulse
                              (F)    (N)
                                                                          Approach: “Calculate back”
                                                                                          THz field ↑ ( )

                                                                              Seifert, Barker, TK et al.,
                                                                              Nature Commun. (2018)
  )

                       8                                 Fe|Pt
                       6
  Spin current (1029

                       4                                               ƒ Extremely fast bipolar response
                       2                                               ƒ What is the driving force?
                       0

                       -2
                              0.0     0.4          0.8           1.2
                                    Time t (ps)
                                                                                                            24
Transport vs demagnetization
fs pump   Ferrom. Nonm.
            (F)    (N)           What is the origin
                                 of the ultrafast spin transport?

                                 Idea:
                                 Compare to dynamics of another
                                 fundamental process

          Ferrom.                Ultrafast local magnetization quenching
            (F)                  of single ferromagnetic layers
                                 Beaurepaire et al., PRL (1996)

                                 Is there a correlation with
                                 ultrafast transport in bilayers?

                Need to measure both processes in one experiment           25
Transport vs demagnetization
fs pump   Ferrom. Nonm.   THz pulse            Spin-to-charge current conversion
            (F)    (N)                         ⇑ Electric-dipole (ED) radiation
                                                             Seifert et al., Nat. Phot. (2016)

                                      ( )                    ∝

          Ferrom.                              Ultrafast magnetization quenching
            (F)                                ⇑ Magnetic-dipole (MD) radiation
                                                             Beaurepaire et al., APL (2004)

                                      ̇(   )             ̇   ∝ ̇ =        /

                      How to isolate the weak ̇ signal?                                      26
vs ̇ : Exploit symmetry
Ferrom. Nonm.
  (F)    (N)
                       Flip sample about

                 ( )

                                           27
vs ̇ : Exploit symmetry
   Nonm. Ferrom.
    (N)    (F)
                                             Flip sample about
                                             ƒ THz field due to
                                               changes sign
                              −        ( )   ƒ Has “odd” symmetry

                                             Beaurepaire et al., Ultrafast Phen. (2004)
                                                   Huisman, Kimel et al., PRB (2015)

    Ferrom.
      (F)                                    Flip sample about
                                             ƒ ̇ emission does not change
                                             ƒ Has “even” symmetry
                                  ̇(   )     ƒ A potential even signal
                                               is hopefully small

Direct way to measure   and ̇ in same setup with ~10 fs resolution                        28
Sample details
               F = CoFe, N = Pt, only 3 nm each:
               To minimize pump gradients (quadrupole effects)

                              FN

               Substrate:            Cap window:         To symmetrize
               Diamond               Diamond             the sample
                                                         macroscopically

                    F and F|N on same substrate
                    for simple sample change

Pump pulses:    From Ti:sapphire oscillator (10 fs, 800 nm, 1 nJ, 80 MHz)

                       Start with F|N stack                                 29
THz emission from F|N stack
                         8
                                                                      FN
                         6                                      Sub        Cap

   THz signal (norm.)
                         4
                         2
                         0
                        -2
                        -4                                            NF
                                                                Cap        Sub
                        -6
                        -8

                             -0.6   -0.4   -0.2      0        0.2     0.4        0.6
                                                  Time (ps)

                        ƒ ≈ 100% signal reversal ⇑ Even symmetry
                        ƒ Thus: Emission          ( ) ∝ ( ) is dominant
                        ƒ Use as reference for proper alignment

                                    Let’s go for the single F layer                    30
THz emission from single F layer
                                  8
                                                                                   F
                                  6

       THz signal (arb. units)
                                                                             Sub       Cap
                                  4
                                  2
                                  0
                                 -2
                                 -4                                                F
                                                                             Cap       Sub
                                 -6
                                 -8

                                      -0.6   -0.4   -0.2      0        0.2         0.4       0.6
                                                           Time (ps)

                                 ƒ Signal is ~170 times smaller than from F|N
                                 ƒ Nontrivial signal change upon sample reversal
                                 ƒ Indicates both even ( ̇ ) and odd signals contribute

                                        Separate even and odd contributions                        31
F monolayer: Odd and even emission
                                                         8

                               THz signal (arb. units)
                                                         6

SC
S F C
      − C FCS
            S                                            4
              = Odd                                      2
      2                                                  0
                                                         -2
                                                         -4
 SC + C FCS
 S F C    S
            = Even                                       -6
    2                                                    -8

                                                              -0.6   -0.4   -0.2      0        0.2   0.4   0.6
                                                                                   Time (ps)

 Odd signal: Considerable
 ƒ Origin not fully clear: Due likely to film inhomogeneities along growth direction

 Even signal: We assign it to ultrafast demagnetization,                                   ̇   ∝ ̇
 ƒ Signal has right polarity and order of magnitude
 ƒ Extract   ( ) and check temporal dynamics
                                                                                                                 32
F monolayer:                      ( ) dynamics

                             0
Magnetization change (%)

                                                      ( )                          Approximate agreement of
                            -2
                                                   ƒ From THz emission             ƒ THz-extracted
                                                   ƒ From MOKE                     ƒ     ( ) from MOKE
                            -4

                            -6                                                     Huisman, Kimel et al., PRB (2015)
                                                                                   Razdolski, Bovensiepen, Melnikov et al.,
                            -8                                                     J. Phys. D (2017)

                           -10
                             -0.4             0             0.4       0.8
                                                    Time (ps)

                                 The even signal from the F single layer arises from ultrafast demagnetization

                                        Now compare: Even signal from F ♠ Odd signal from F|N                            33
Even from F vs odd from F|N
                            8
                            6           Even signal from single F layer
  THz signal (arb. units)
                            4
                            2
                            0
                            -2
                            -4
                                                                                                 Rouzegar, Brandt,
                            -6
                                        Odd signal from F|N stack /170                           Reiß, Brouwer,
                            -8                                                                   Woltersdorf, TK
                                                                                                 et al. (2020)
                                 -0.6       -0.4   -0.2      0        0.2       0.4   0.6
                                                          Time (ps)

 Even emission from single F layer ∝ Odd emission from F|N stack

                                        F                                                   FN
                                                                            |
                                                                  ∝

                                                     What does this imply?                                           34
Transport vs demagnetization
  Ferrom. Nonm.   |         |
                       ∝        Our observations indicate:
    (F)    (N)
                                  Demagnetization rate of F
                                ∝ Spin current F↑N in F|N

                                           |
                                               ∝ ̇

                                  Confirmed for
                                  ƒ N = Pt and W
  Ferrom.             ∝ ̇         ƒ F = Co70Fe30 and Ni80Fe20
    (F)

                                1) Ultrafast spin transport and
                                2) Ultrafast demagnetization
                                   are driven by same force

                                     How to explain?              35
Interpretation: Driven by                               ↑   −   ↓
                             Spin-dependent
                             Seebeck effect                         |
                                                                         ∝    ↑   −   ↓
                             Bauer, Saitoh, Wees,
                             Nature Mat. (2013)

                                                                F             N

                                            ↑   −   ↓   ≠0                                =0

                             Rethfeld et al.:
                              ↑ − ↓ drives spin flow
                             from ↑ to ↓ channel                    ̇ ∝       ↑   −   ↓
                             PRB 90, 144420 (2014)

Acremann et al.:
Pump-induced heating of       Consistent with                                     |
                                                                        ̇ ∝
F layer causes ↑ ≠ ↓          our observations
J. Phys. Cond. Mat. (2017)
                                  Can be extended to nonthermal states
                                                                                           36
Summary
Ferrom. Nonm.
  (F)    (N)

                1) Ultrafast spin transport and
                2) Ultrafast demagnetization
                   are driven by the same force

Ferrom.         Significance:
  (F)           ƒ We can apply all knowledge of 2) to 1)
                ƒ Will guide us to maximize spin current
                  from F to N
                ƒ Can use N layer as an ultrafast
                  detector of ↑ − ↓

                                                           37
Summary
THz spin transport
ƒ Enables interesting applications, e.g. THz wave generation, THz spin torque
ƒ First temporal steps of spintronic effects
New insights
ƒ Ultrafast demagnetization and spin transport are driven by same force
Future directions
ƒ Use THz currents to apply spin torque

     THz radiation is a useful tool to probe and control spin dynamics

                                 Spin
                                                Interested in a project in
                                                in THz spintronics?

                                                ↑ Contact Tobias Kampfrath
                                  Charge
                                                                                38
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