Terahertz spin transport in magnetic nanostructures - Spin Charge - Uni Mainz
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Terahertz spin transport in magnetic nanostructures Spin Charge Tobias Kampfrath Freie Universität Berlin and Fritz-Haber-Institut/MPG 1
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
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
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
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
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
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
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
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
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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