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Generation of giant single-cycle pulses of THz light for controlling matter Vitaliy Goryashko 2016 What, Why and How Control of matter with THz light Overview of low-energy collective excitations Switching on and off spin-waves in


  1. Generation of giant single-cycle pulses of THz light for controlling matter Vitaliy Goryashko 2016

  2. What, Why and How Control of matter with THz light • Overview of low-energy collective excitations • Switching on and off spin-waves in antiferromagnets • THz plasmons in graphene • Control of superconducting transport • THz dynamics in bacteriorhodopsin Generation of single-cycle THz pulses • Optical rectification • Transition THz radiation from e-bunches • Half-cycle THz pulses from an undulator Proposal for a THz Light at Uppsala 2 Vitaliy Goryashko Single-cycle THz pulses

  3. Control of matter with THz light 3 Vitaliy Goryashko Single-cycle THz pulses

  4. Low-energy excitations: D. N. Basov et al., Rev. of Mod. Phys. 2011 4 Vitaliy Goryashko Single-cycle THz pulses

  5. Beauty of ultra-short THz pulses • direct access to low energy degrees of freedom in complex matter • below optical transitions – no parasitic effects from optical pump laser pulses • low heat deposit • field effects directly in the time domain 5 Vitaliy Goryashko Single-cycle THz pulses

  6. THz induced magnetization dynamics in NiO T. Kampfrath, Nature Photonics, vol. 5, 2010 • easy axis (112) • Neel temperature 523 K • peak magnetic field of 0.13 T • time resolution 8 fs � = �� � × � � Vitaliy Goryashko Single-cycle THz pulses

  7. Dynamics of spins Vitaliy Goryashko Single-cycle THz pulses

  8. Switching on and off magnons An induced magnetization M(t) manifests itself by the Faraday effect Vitaliy Goryashko Single-cycle THz pulses

  9. Prediction of spin flipping Effective Hamiltonian Landau-Lifshits- Gilbert eq. of motion Effective magnetic field Vitaliy Goryashko Single-cycle THz pulses

  10. Tip-enhanced real-space mapping of mid-IR plasmons in graphene (plasmon interferometry) IR s-SNOM image ω = 1087 cm -1 , λ = 9200 nm λ = 10 µ m 1 µ m (2) (3) Graphene SiC (1) (1) near-field at tip apex excites graphene plasmons Courtesy of A. Nikitin (2) plasmons are backreflected at graphene edge (3) tip scatteres interfering fields at tip apex Vitaliy Goryashko Single-cycle THz pulses

  11. Spectroscopic mapping reveals plasmon dispersion Graphene plasmon dispersion on SiC λ 0 = 9.20 µ m ε SiC = 2.9 Graphene SiC LO TO λ 0 = 9.68 µ m ε SiC = 2.0 λ 0 = 10.15 µ m ε SiC = 0.7 x 10 5 q (cm -1 ) 1 µ m J. Chen et al., Nature 487 , 77 (2012) Interference fringes, i.e. plasmon wavelengths, increase stronger due to Courtesy of A. Nikitin decreasing dielectric value of the SiC substrate ε SiC Vitaliy Goryashko Single-cycle THz pulses

  12. Light induced superconductivity Superconducting transport between layers of a cuprate is gated with high-field terahertz pulses, leading to oscillations between superconductive and resistive states, and modulating the dimensionality of superconductivity in the material. Andrea Cavalleri group 12 Vitaliy Goryashko Single-cycle THz pulses

  13. Bacteriorhodopsin is a light-driven proton pump Bacteriorhodopsin acts as a proton pump; that is, it captures light energy and uses it to move protons across the membrane out of the cell. [2] The resulting proton gradient is subsequently converted into chemical energy. 13 Vitaliy Goryashko Single-cycle THz pulses

  14. Transformation cycle of bacteriorhodopsin 14 Vitaliy Goryashko Single-cycle THz pulses

  15. Generation of single-cycle THz pulses 15 Vitaliy Goryashko Single-cycle THz pulses

  16. Generation of terahertz pulses by optical rectification The incoming field E with frequency ω generates a nonlinear polarization P via the second order nonlinear susceptibility. 16 Vitaliy Goryashko Single-cycle THz pulses

  17. Moving charge in a medium � � � �� � � 1/� 17 Vitaliy Goryashko Single-cycle THz pulses

  18. Phase matching By tilting the optical pulse front, one achieves coherent build up of a THz wave with a long interaction length. 18 Vitaliy Goryashko Single-cycle THz pulses

  19. 19 Vitaliy Goryashko Single-cycle THz pulses

  20. Generation of THz pulses through transition radiation • Transition radiation is produced by metallic relativistic charged particles when they screen cross the interface of two media of different dielectric constants. �̅ � � ! • Since the electric field of the particle is different in each medium, the particle has to "shake off" photons when it � � = −2��� � < 0 , crosses the boundary. � � = 0 for � ≥ 0, �� � = −2��� � . The energy emitted in the spectral range Δ, reads 1 " ≈ Δ% � & � = '( 2 log 4� − 1 1 − � & /( & 20 Vitaliy Goryashko Single-cycle THz pulses

  21. Single-cycle THz pulses at DESY: 1 MV/cm • energies up to 100 µ J • electric fields up to 1MV/cm • a frequency band from 200 GHz to 100 THz M. Hoffmann et al., Vol. 36, No. 23 / OPTICS LETTERS 4473 Vitaliy Goryashko Single-cycle THz pulses

  22. Single-cycle THz pulses at FACET/SLAC: 6 MV/cm 23 GeV beam! Vitaliy Goryashko Single-cycle THz pulses

  23. Proposal for a THz Light Source in Uppsala 23 Vitaliy Goryashko Single-cycle THz pulses

  24. Wish list for intense THz radiation. Quasi-half-cycle Narrowband pulses for time- pulses for Parameter resolved frequency-resolved experiments experiments Spectral range (THz) 1.5-15 1.5-15 Pulse duration (ps) 0.1-1 1-10 Pulse energy (mJ) 1000 100 Peak electric field 1 0.1 (GV/m) Relative bandwidth 100% 10% FWHM Repetition rate (kHz) 1-100 1-100 + Polarization control, pump-probe configuration 24 Vitaliy Goryashko Single-cycle THz pulses

  25. The source • it covers the spectral range from 5 to 15 THz, exceeding that of laser-based sources; • polarization variable from linear to circular or elliptical; • tunability of the central frequency and bandwidth; • mutli-kilohertz repetition rate; • light carrying orbital angular momentum. 25 Vitaliy Goryashko Single-cycle THz pulses

  26. Single-cycle synchrotron radiation 26 Vitaliy Goryashko Single-cycle THz pulses

  27. Single-cycle radiation from a segmented undulator 27 Vitaliy Goryashko Single-cycle THz pulses

  28. Single-cycle radiation from a segmented undulator: cont’d Magnetic field of segments 28 Vitaliy Goryashko Single-cycle THz pulses

  29. 29 Vitaliy Goryashko Single-cycle THz pulses

  30. 30 Vitaliy Goryashko Single-cycle THz pulses

  31. Single-cycle radiation from a segmented undulator If instead of increasing the distance between the segments I will decrease it, I will recover Takashi’s tapered undulator. 31 Vitaliy Goryashko Single-cycle THz pulses

  32. The source • it covers the spectral range from 5 to 15 THz, exceeding that of laser-based sources; • polarization variable from linear to circular or elliptical; • tunability of the central frequency and bandwidth; • mutli-kilohertz repetition rate; • light carrying orbital angular momentum. 32 Vitaliy Goryashko Single-cycle THz pulses

  33. Source 1: quasi-half-cycle pulses 33 Vitaliy Goryashko Single-cycle THz pulses

  34. Source 2: multi-cycle pump and single-cycle probe Source 2a Source 2b 34 Vitaliy Goryashko Single-cycle THz pulses

  35. Proposal for a THz light source in Uppsala Quasi-half-cycle Narrowband pulses for time- pulses for Parameter resolved frequency-resolved experiments experiments Spectral range (THz) 1.5-15 1.5-15 Pulse duration (ps) 0.1-1 1-10 Pulse energy (mJ) 1000 100 Peak electric field 1 0.1 (GV/m) Relative bandwidth 100% 10% FWHM Repetition rate (kHz) 1-100 1-100 + Polarization control, pump-probe configuration 35 Vitaliy Goryashko Single-cycle THz pulses

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