Exciton transport driven by spin excitations in an antiferromagnet
Pith reviewed 2026-05-19 05:40 UTC · model grok-4.3
The pith
In CrSBr, laser-induced magnon currents exert drag forces that transport excitons ultrafast and nearly isotropically.
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
The central claim is that the observed ultrafast nearly isotropic exciton propagation, its enhancement at the Neel temperature, the transient contraction and expansion of exciton clouds at low temperatures, and superdiffusive behavior in bilayers arise from drag forces exerted by laser-induced currents of incoherent magnons; exciton-magnon scattering imprints the characteristic properties of these spin excitations onto the motion of the excitons.
What carries the argument
Drag forces generated by currents of incoherent magnons through exciton-magnon scattering.
Load-bearing premise
The measured spatial and temporal profiles of exciton emission are shaped primarily by magnon-drag forces rather than by ordinary exciton diffusion, phonon-assisted hopping, or sample defects.
What would settle it
Exciton transport that shows no enhancement exactly at the Neel temperature, or that remains unchanged when an external magnetic field alters the magnon spectrum, would falsify the proposed magnon-drag mechanism.
Figures
read the original abstract
A new class of optical quasiparticles called magnetic excitons recently emerged in magnetic van der Waals materials. Akin to the highly effective strategies developed for electrons, the strong interactions of these excitons with the spin degree of freedom may provide innovative solutions for long-standing challenges in optics, such as steering the flow of energy and information. Here, we demonstrate transport of excitons by spin excitations in the van der Waals antiferromagnetic semiconductor CrSBr. Key results of our study are the observations of ultrafast, nearly isotropic exciton propagation substantially enhanced at the Neel temperature, transient contraction and expansion of the exciton clouds at low temperatures, as well as superdiffusive behavior in bilayer samples. These signatures largely defy description by commonly known exciton transport mechanisms and are related to the currents of incoherent magnons induced by laser excitation instead. We propose that the drag forces exerted by these currents can effectively imprint characteristic properties of spin excitations onto the motion of excitons. The universal nature of the underlying exciton-magnon scattering promises driving of excitons by magnons in other magnetic semiconductors and even in non-magnetic materials by proximity in heterostructures, merging the rich physics of magneto-transport with optics and photonics.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The manuscript reports time-resolved photoluminescence measurements on the van der Waals antiferromagnet CrSBr demonstrating ultrafast, nearly isotropic exciton propagation that is substantially enhanced near the Néel temperature, transient contraction and expansion of exciton clouds at low temperatures, and superdiffusive transport in bilayer samples. The authors interpret these observations as arising from drag forces exerted by laser-induced currents of incoherent magnons rather than conventional exciton diffusion or phonon-assisted processes, and propose that exciton-magnon scattering provides a general route to imprint spin-excitation properties onto optical quasiparticle motion.
Significance. If the magnon-drag interpretation is confirmed, the work would establish a concrete experimental link between incoherent spin excitations and exciton transport in a magnetic semiconductor, supplying temperature- and layer-dependent data that could guide microscopic theories of exciton-magnon coupling. The reported signatures are potentially valuable for magneto-optical control schemes, though the absence of a quantitative model or explicit exclusion of alternatives currently limits the strength of the central claim.
major comments (3)
- [Abstract and Discussion] The central interpretation—that the observed ultrafast isotropic propagation, low-T cloud dynamics, and superdiffusion 'largely defy description by commonly known exciton transport mechanisms' and are instead produced by magnon currents—lacks any microscopic rate calculation, Boltzmann transport simulation, or order-of-magnitude estimate of the magnon-exciton scattering length or drag velocity needed to reproduce the measured spatial profiles versus time, temperature, and layer number (abstract and results/discussion sections).
- [Results and Discussion] Alternative mechanisms (phonon drag, defect trapping, or conventional diffusion) are invoked as insufficient but are not quantitatively compared or experimentally excluded; targeted controls such as magnetic-field dependence, isotopic substitution, or defect-density variation would be required to make the magnon-drag assignment load-bearing (results and discussion sections).
- [Experimental Results] The temperature-dependent enhancement at the Néel temperature and the reported propagation speeds are presented without quantitative error bars, fitting details, or statistical analysis of the time-resolved maps, which weakens the claim that the behavior is substantially enhanced and distinct from conventional mechanisms (experimental data presentation).
minor comments (2)
- [Abstract] The abstract would benefit from a brief statement of the excitation conditions (wavelength, fluence) and the definition of 'superdiffusive' used for the bilayer data.
- [Figures] Figure captions and axis labels for the exciton cloud images should explicitly indicate the time delays and temperatures corresponding to each panel to improve readability.
Simulated Author's Rebuttal
We thank the referee for the careful reading and constructive comments on our manuscript. We address each major comment point by point below. Where possible, we have revised the manuscript to incorporate additional analysis and clarifications while maintaining the integrity of our experimental findings and interpretation.
read point-by-point responses
-
Referee: [Abstract and Discussion] The central interpretation—that the observed ultrafast isotropic propagation, low-T cloud dynamics, and superdiffusion 'largely defy description by commonly known exciton transport mechanisms' and are instead produced by magnon currents—lacks any microscopic rate calculation, Boltzmann transport simulation, or order-of-magnitude estimate of the magnon-exciton scattering length or drag velocity needed to reproduce the measured spatial profiles versus time, temperature, and layer number (abstract and results/discussion sections).
Authors: We acknowledge the value of a quantitative microscopic model. In the revised manuscript we have added an order-of-magnitude estimate in the discussion section that relates the observed propagation speeds (on the order of 10^5 cm/s) to expected magnon velocities and laser-induced magnon currents in CrSBr. A full Boltzmann transport simulation lies beyond the scope of this primarily experimental study, but the pronounced temperature dependence peaking at the Néel temperature and the layer-number dependence (enhanced superdiffusion in bilayers) already provide strong qualitative and semi-quantitative support for magnon drag over conventional mechanisms. We have expanded the relevant paragraphs to make this estimate explicit. revision: partial
-
Referee: [Results and Discussion] Alternative mechanisms (phonon drag, defect trapping, or conventional diffusion) are invoked as insufficient but are not quantitatively compared or experimentally excluded; targeted controls such as magnetic-field dependence, isotopic substitution, or defect-density variation would be required to make the magnon-drag assignment load-bearing (results and discussion sections).
Authors: We have added a quantitative comparison in the revised discussion and supplementary information showing that the measured speeds and isotropy exceed typical phonon-assisted or defect-limited diffusion constants reported for similar van der Waals semiconductors by more than an order of magnitude. The unique enhancement precisely at the Néel temperature is difficult to reconcile with phonon drag or static defects, which lack this magnetic-phase-specific signature. While we agree that isotopic substitution or controlled defect studies would be ideal, such experiments are not part of the present dataset; we have noted this limitation and the rationale for the magnon-drag assignment based on the existing temperature and dimensionality dependence. revision: partial
-
Referee: [Experimental Results] The temperature-dependent enhancement at the Néel temperature and the reported propagation speeds are presented without quantitative error bars, fitting details, or statistical analysis of the time-resolved maps, which weakens the claim that the behavior is substantially enhanced and distinct from conventional mechanisms (experimental data presentation).
Authors: We thank the referee for highlighting this presentational issue. In the revised manuscript we have included error bars on all temperature-dependent propagation data (derived from repeated measurements on multiple samples), detailed the Gaussian fitting procedure used to extract cloud widths and velocities, and added a statistical analysis (including confidence intervals) confirming that the enhancement near the Néel temperature is significant. These updates appear in the main figures, methods section, and a new supplementary note on data analysis. revision: yes
Circularity Check
No circularity: experimental observations with qualitative proposal
full rationale
The manuscript reports direct experimental measurements of exciton cloud dynamics in CrSBr as a function of temperature, time, and layer number. These data are presented as observations that 'largely defy description by commonly known exciton transport mechanisms' and are instead attributed to laser-induced magnon currents via a proposed drag-force mechanism. No equations, fitted parameters, or first-principles derivations are supplied that reduce the reported propagation speeds, contraction/expansion transients, or superdiffusive behavior back to the same data by construction. The interpretation remains a qualitative proposal without self-referential closure or load-bearing self-citations that would force the conclusions. The derivation chain is therefore self-contained as an empirical report plus an open hypothesis.
Axiom & Free-Parameter Ledger
axioms (1)
- domain assumption Laser excitation produces currents of incoherent magnons that exert drag forces on excitons.
Lean theorems connected to this paper
-
IndisputableMonolith/Cost/FunctionalEquation.leanwashburn_uniqueness_aczel unclear?
unclearRelation between the paper passage and the cited Recognition theorem.
We propose that the drag forces exerted by these currents can effectively imprint characteristic properties of spin excitations onto the motion of excitons.
-
IndisputableMonolith/Foundation/ArithmeticFromLogic.leanembed_injective unclear?
unclearRelation between the paper passage and the cited Recognition theorem.
Our theoretical analysis in Section S7 demonstrates that the underlying interaction is distinct from the exciton-magnon coupling recently observed in the canted spin state.
What do these tags mean?
- matches
- The paper's claim is directly supported by a theorem in the formal canon.
- supports
- The theorem supports part of the paper's argument, but the paper may add assumptions or extra steps.
- extends
- The paper goes beyond the formal theorem; the theorem is a base layer rather than the whole result.
- uses
- The paper appears to rely on the theorem as machinery.
- contradicts
- The paper's claim conflicts with a theorem or certificate in the canon.
- unclear
- Pith found a possible connection, but the passage is too broad, indirect, or ambiguous to say the theorem truly supports the claim.
Reference graph
Works this paper leans on
-
[1]
Maximum of Def f near the Néel temperature. This is one of the central results of our study and a robust observation that is confirmed by measurements using two different excitation energies (at 1.61 eV, off resonance, and at 1.77 eV, in resonance with B-excitons). We find that Def f exhibits a maximum near TN not only at large fluence but in fact across a vas...
-
[2]
Exciton contraction & anisotropy at low fluence. At low temperature and for a sufficiently small fluence, we consistently observe a contraction of the exciton cloud. This phenomenon was measured in 2L, 4L, 10L & 11L thick crystals. Moreover, exciton transport is anisotropic under these conditions, because contraction is only prominently observed along the cry...
-
[3]
2L superdiffusion. The superdiffusive behavior of excitons in 2L crystals is a robust phenomenon observed in 2L sampes both with and without hBN encapsulation. In contrast, Auger recombination would lead to sub-diffusive propagation dynamics with faster initial expansion that slows down over time as the exciton density decreases. It thus does not provide an ...
-
[4]
These observations can result from Auger recombination
Fluence dependence & nearly isotropic transport. These observations can result from Auger recombination. Indeed, both the fluence dependence of Def f and the observation of (nearly) isotropic transport can be signatures of Auger effects. However, even with respect to fluence dependence itself, Auger recombination quantitatively fails to account for the ma- j...
-
[5]
Linear fluence-dependence of PL intensity. Lastly, we emphasize that our transport measurements are performed in a range of fluences characterized by a primarily linear PL response. This is shown in Fig. S4 for the example of our 10L crystal. Only for the largest fluence values we observe a small deviation of the PL intensity from a linear response. This pro...
-
[6]
(S14) For non-degenerate excitons, µ < 0, |µ| ≫ kBT , Eq. (S14) can be further simplified to iα = − Sαβ [ − T µ ∇ β µ + ∇ β T ] , S αβ = µ T ∑ k vα, kvβ, kτsf ′
-
[7]
(S15) Here Sαβ is the tensor of Seebeck coefficients. We recall that by definition the tensors of diffusion and Seebeck coefficients are iα = − Dαβ ∇ β n − Sαβ ∇ β T. The density of excitons is related to their chemical potential as n = √ MxMy 2πℏ2 kBT eµ/k BT ⇔ µ = kBT ln ( 2πℏ2n kBT √ MxMy ) , (S16) and the exciton compressibility is C = ∂n ∂µ = n kBT . (S17)...
work page 2000
-
[8]
To that end we consider only homogeneous (or almost) magnetization in the layers plane
Magnetic susceptibility in the macroscopic approach We are interested at the fine structure of the magnon dispersion in the vicinity of a Γ point. To that end we consider only homogeneous (or almost) magnetization in the layers plane. Following Refs. [ 70– 72] we present the energy density in the form w = Jint ˜A0 ( S(1) ·S(2)) − A ˜A0 [( S(1) ·n ) 2 + ( S...
-
[9]
Dipole-dipole interaction via susceptibility We use the macroscopic approach for accounting for the dipole-dipole interactions in magnetic system. To account for the dipole-dipole interactions it is sufficient to self-consistently calculate the effect of magnetic field produced by the magnetization. We focus on the relevant case of negligble retardation, k ≫ ...
-
[10]
Dipole-dipole interaction in CrSBr bulk and multilayers The macroscopic approach allows us to analyze the magnon dispersion for multilayer systems as well. To that end, we introduce the (bulk) magnetic susceptibility of CrSBr tensor ˆχ (k, ω ) and consider only small wavevectors (in the vicinity of the Γ -point of the Brillouin zone) such that there are j...
-
[11]
Fast exciton propagation with effective diffusion coefficients exceeding by far the estimates based on the exciton linear diffusion model in Sec. S5 A. Indeed, we assume that for a wide range of excitation powers used in experiment the magnon occupancies are high and exciton- magnon scattering dominates over the exciton momentum relaxation related to phonon an...
-
[12]
As a result, the effective diffusion coefficient of excitons should have a maximum at T ≈ TN
Maximum of the effective exciton diffusion coefficient in the vicinity of the Néel temperature TN : An increase in the magnon occupancies as the temperature T approaches TN results in the increase of Γ m. As a result, the effective diffusion coefficient of excitons should have a maximum at T ≈ TN
-
[13]
Almost isotropic exciton propagation: Under condition (S85), the excitons co-propagate with magnons whose dispersion is just weakly anisotropic in contrast to that of excitons (cf. Refs. [ 7] and [ 26]). Hence, the magnon cloud expands virtually isotropically and due to exciton-magnon interactions, the expansion of the exciton cloud follows the magnon clo...
-
[14]
Excitation-induced transient attractive potential With the drift-diffusion model, we estimate the transport of excitons in the presence of an attractive, excitation-induced transient potential. Such a potential may in principle be created by the distortion of the magnetic order in the region of optical excitation, as is discussed in the main text in the co...
-
[15]
Negative magnon group velocity and exciton-magnon drag Another possible scenario for the contraction of the exciton cloud is related to the specifics of the magnon dispersion in CrSBr in the region of small wavevectors k ≲ 1 µm− 1, which are the result of dipole-dipole interaction in the spin system. Indeed, as demonstrated theoretically and experimentally...
-
[16]
The non-equilibrium magnon can contract, since magnons with negative group velocity can propagate towards the density gradient in contrast to the equilibrium diffusion where the particles propagate against the density gradient
-
[17]
The direction of exciton drag can be opposite to the direction of the magnon propagation as a result of the negative magnon dispersion in the energy and momentum conservation laws underlying exciton magnon collisions. Below we present a model which demonstrates that the exciton drag can be opposite to the direction of magnon propagation (scenario 2 above)
-
[18]
Hereafter we omit all irrelevant arguments of the distribution function for brevity
Kinetic approach to exciton contraction We present the kinetic equation (S9) for the exciton distribution function in the form ∂f ∂t + vk ∂f ∂r = Q0{f } + Qm{f, m }, (S90) where we explicitly separated the collision integral in two contributions Q0{f } and Qm{f, m } that describe exciton scattering by static disorder/phonons and by magnons, respectively. ...
-
[19]
Ligand-field helical lumi- nescence in a 2D ferromagnetic insulator,
Kyle L Seyler, Ding Zhong, Dahlia R Klein, Shiyuan Gao, Xiaoou Zhang, Bevin Huang, Efrén Navarro-Moratalla, Li Yang, David H Cobden, Michael A McGuire, et al. , “Ligand-field helical lumi- nescence in a 2D ferromagnetic insulator,” Nature Physics 14, 277–281 (2018)
work page 2018
-
[20]
Direct photoluminescence probing of ferromagnetism in monolayer two-dimensional CrBr 3,
Zhaowei Zhang, Jingzhi Shang, Chongyun Jiang, Abdullah Rasmita, Weibo Gao, and Ting Yu, “Direct photoluminescence probing of ferromagnetism in monolayer two-dimensional CrBr 3,” Nano Letters 19, 3138–3142 (2019)
work page 2019
-
[21]
Coherent many-body exciton in van der Waals antiferromagnet NiPS 3,
Soonmin Kang, Kangwon Kim, Beom Hyun Kim, Jonghyeon Kim, Kyung Ik Sim, Jae-Ung Lee, Sungmin Lee, Kisoo Park, Seokhwan Yun, Taehun Kim, et al. , “Coherent many-body exciton in van der Waals antiferromagnet NiPS 3,” Nature 583, 785–789 (2020)
work page 2020
-
[22]
Interlayer electronic coupling on demand in a 2D magnetic semiconductor,
Nathan P. Wilson, Kihong Lee, John Cenker, Kaichen Xie, A valon H. Dismukes, Evan J. Telford, Jordan Fonseca, Shivesh Sivakumar, Cory Dean, Ting Cao, Xavier Roy, Xiaodong Xu, and Xiaoyang Zhu, “Interlayer electronic coupling on demand in a 2D magnetic semiconductor,” Nature Materials 20, 1675 (2021)
work page 2021
-
[23]
Giant magnetoresistance of (001) Fe/(001) Cr magnetic superlattices,
Mario Norberto Baibich, Jean Marc Broto, Albert Fert, F Nguyen Van Dau, Frédéric Petroff, P Eti- enne, G Creuzet, A Friederich, and J Chazelas, “Giant magnetoresistance of (001) Fe/(001) Cr magnetic superlattices,” Physical Review Letters 61, 2472 (1988)
work page 1988
-
[24]
Grünberg Binasch, Peter Grünberg, F Saurenbach, and W Zinn, “Enhanced magnetoresistance in layered magnetic structures with antiferromagnetic interlayer exchange,” Physical Review B 39, 4828 (1989)
work page 1989
-
[25]
Exciton-coupled coherent magnons in a 2D semiconductor,
Youn Jue Bae, Jue Wang, Allen Scheie, Junwen Xu, Daniel G Chica, Geoffrey M Diederich, John Cenker, Michael E Ziebel, Yusong Bai, Haowen Ren, et al. , “Exciton-coupled coherent magnons in a 2D semiconductor,” Nature 609, 282–286 (2022)
work page 2022
-
[26]
Tunable interaction between excitons and hybridized magnons in a layered semiconductor,
Geoffrey M Diederich, John Cenker, Yafei Ren, Jordan Fonseca, Daniel G Chica, Youn Jue Bae, Xiaoyang Zhu, Xavier Roy, Ting Cao, Di Xiao, et al. , “Tunable interaction between excitons and hybridized magnons in a layered semiconductor,” Nature Nanotechnology 18, 23–28 (2023)
work page 2023
-
[27]
Magneto-optics in a van der Waals magnet tuned by self-hybridized polaritons,
Florian Dirnberger, Jiamin Quan, Rezlind Bushati, Geoffrey M Diederich, Matthias Florian, Julian Klein, Kseniia Mosina, Zdenek Sofer, Xiaodong Xu, Akashdeep Kamra, et al. , “Magneto-optics in a van der Waals magnet tuned by self-hybridized polaritons,” Nature 620, 533–537 (2023)
work page 2023
-
[28]
Room-temperature electrical control of exciton flux in a van der Waals heterostructure,
Dmitrii Unuchek, Alberto Ciarrocchi, Ahmet A vsar, Kenji Watanabe, Takashi Taniguchi, and Andras 46 Kis, “Room-temperature electrical control of exciton flux in a van der Waals heterostructure,” Nature 560, 340–344 (2018)
work page 2018
-
[29]
Fizeau drag in graphene plasmonics,
Yinan Dong, Lin Xiong, IY Phinney, Zhiyuan Sun, Ran Jing, AS McLeod, Shuai Zhang, Song Liu, FL Ruta, H Gao, et al. , “Fizeau drag in graphene plasmonics,” Nature 594, 513–516 (2021)
work page 2021
-
[30]
Room-temperature wavelike exciton transport in a van der Waals superatomic semiconductor,
Jakhangirkhodja A. Tulyagankhodjaev, Petra Shih, Jessica Yu, Jake C. Russell, Daniel G. Chica, Michelle E. Reynoso, Haowen Su, Athena C. Stenor, Xavier Roy, Timothy C. Berkelbach, and Milan Delor, “Room-temperature wavelike exciton transport in a van der Waals superatomic semiconductor,” Science 382, 438–442 (2023)
work page 2023
-
[31]
Large exciton binding energies in MnPS 3 as a case study of a van der Waals layered magnet,
Magdalena Birowska, Paulo E Faria Junior, Jaroslav Fabian, and Jens Kunstmann, “Large exciton binding energies in MnPS 3 as a case study of a van der Waals layered magnet,” Physical Review B 103, L121108 (2021)
work page 2021
-
[32]
Photoluminescence path bifurcations by spin flip in two- dimensional CrPS 4,
Suhyeon Kim, Sangho Yoon, Hyobin Ahn, Gangtae Jin, Hyesun Kim, Moon-Ho Jo, Changgu Lee, Jonghwan Kim, and Sunmin Ryu, “Photoluminescence path bifurcations by spin flip in two- dimensional CrPS 4,” ACS Nano 16, 16385–16393 (2022)
work page 2022
-
[33]
Anjan Barman, Gianluca Gubbiotti, Sam Ladak, Adekunle Olusola Adeyeye, Maciej Krawczyk, Joachim Gräfe, Christoph Adelmann, Sorin Cotofana, Azad Naeemi, Vitaliy I Vasyuchka, et al. , “The 2021 magnonics roadmap,” Journal of Physics: Condensed Matter 33, 413001 (2021)
work page 2021
-
[34]
Tunable long-distance spin transport in a crystalline antiferromagnetic iron oxide,
R Lebrun, A Ross, SA Bender, A Qaiumzadeh, L Baldrati, J Cramer, A Brataas, RA Duine, and M Kläui, “Tunable long-distance spin transport in a crystalline antiferromagnetic iron oxide,” Nature 561, 222–225 (2018)
work page 2018
-
[35]
Record thermopower found in an irmn-based spintronic stack,
Sa Tu, Timothy Ziman, Guoqiang Yu, Caihua Wan, Junfeng Hu, Hao Wu, Hanchen Wang, Mengchao Liu, Chuanpu Liu, Chenyang Guo, et al. , “Record thermopower found in an irmn-based spintronic stack,” Nature communications 11, 2023 (2020)
work page 2023
-
[36]
Superluminal-like magnon propagation in antiferromagnetic NiO at nanoscale distances,
Kyusup Lee, Dong-Kyu Lee, Dongsheng Yang, Rahul Mishra, Dong-Jun Kim, Sheng Liu, Qihua Xiong, Se Kwon Kim, Kyung-Jin Lee, and Hyunsoo Yang, “Superluminal-like magnon propagation in antiferromagnetic NiO at nanoscale distances,” Nature Nanotechnology 16, 1337–1341 (2021)
work page 2021
-
[37]
Coherent spin-wave transport in an antiferromagnet,
JR Hortensius, D Afanasiev, M Matthiesen, R Leenders, R Citro, A V Kimel, R V Mikhaylovskiy, BA Ivanov, and AD Caviglia, “Coherent spin-wave transport in an antiferromagnet,” Nature Physics 17, 1001–1006 (2021)
work page 2021
-
[38]
Giant magnon spin conductivity in ultrathin yttrium iron garnet films,
X-Y Wei, O Alves Santos, CH Sumba Lusero, GEW Bauer, J Ben Youssef, and BJ van Wees, “Giant magnon spin conductivity in ultrathin yttrium iron garnet films,” Nature Materials 21, 1352–1356 47 (2022)
work page 2022
-
[39]
Dipolar spin wave packet transport in a van der Waals antiferromagnet,
Yue Sun, Fanhao Meng, Changmin Lee, Aljoscha Soll, Hongrui Zhang, Ramamoorthy Ramesh, Jie Yao, Zdeněk Sofer, and Joseph Orenstein, “Dipolar spin wave packet transport in a van der Waals antiferromagnet,” Nature Physics , 1–7 (2024)
work page 2024
-
[40]
O Göser, W Paul, and HG Kahle, “Magnetic properties of CrSBr,” Journal of Magnetism and Magnetic Materials 92, 129–136 (1990)
work page 1990
-
[41]
Evan J Telford, A valon H Dismukes, Kihong Lee, Minghao Cheng, Andrew Wieteska, Amymarie K Bartholomew, Yu-Sheng Chen, Xiaodong Xu, Abhay N Pasupathy, Xiaoyang Zhu, et al. , “Layered antiferromagnetism induces large negative magnetoresistance in the van der Waals semiconductor CrSBr,” Advanced Materials 32, 2003240 (2020)
work page 2020
-
[42]
Intrinsic magnetic properties of the layered antiferromagnet CrSBr,
Fangchao Long, Kseniia Mosina, René Hübner, Zdenek Sofer, Julian Klein, Slawomir Prucnal, Man- fred Helm, Florian Dirnberger, and Shengqiang Zhou, “Intrinsic magnetic properties of the layered antiferromagnet CrSBr,” Applied Physics Letters 123 (2023)
work page 2023
-
[43]
Impact of spin-entropy on the thermoelectric properties of a 2D magnet,
Alessandra Canetta, Serhii Volosheniuk, Sayooj Satheesh, José Pedro Alvarinhas Batista, Aloïs Castellano, Riccardo Conte, Daniel G Chica, Kenji Watanabe, Takashi Taniguchi, Xavier Roy, et al. , “Impact of spin-entropy on the thermoelectric properties of a 2D magnet,” arXiv:2403.08581 (2024)
-
[44]
The bulk van der Waals layered magnet CrSBr is a quasi-1D material,
Julian Klein, Benjamin Pingault, Matthias Florian, Marie-Christin Heißenbüttel, Alexander Steinhoff, Zhigang Song, Kierstin Torres, Florian Dirnberger, Jonathan B Curtis, Mads Weile, et al. , “The bulk van der Waals layered magnet CrSBr is a quasi-1D material,” ACS Nano 17, 5316–5328 (2023)
work page 2023
-
[45]
Doping-control of excitons and magnetism in few-layer CrSBr,
Farsane Tabataba-Vakili, Huy PG Nguyen, Anna Rupp, Kseniia Mosina, Anastasios Papavasileiou, Kenji Watanabe, Takashi Taniguchi, Patrick Maletinsky, Mikhail M Glazov, Zdenek Sofer, et al. , “Doping-control of excitons and magnetism in few-layer CrSBr,” arXiv:2312.11041 (2023)
-
[46]
Ultra- fast exciton dynamics in the atomically thin van der Waals magnet CrSBr,
Christian Meineke, Jakob Schlosser, Martin Zizlsperger, Marlene Liebich, Niloufar Nilforoushan, Kseniia Mosina, Sophia Terres, Alexey Chernikov, Zdenek Sofer, Markus A Huber, et al. , “Ultra- fast exciton dynamics in the atomically thin van der Waals magnet CrSBr,” Nano Letters (2024)
work page 2024
-
[47]
Strong Exciton–Phonon Coupling as a Fingerprint of Magnetic Ordering in van der Waals Layered CrSBr,
Kaiman Lin, Xiaoxiao Sun, Florian Dirnberger, Yi Li, Jiang Qu, Peiting Wen, Zdenek Sofer, Aljoscha Söll, Stephan Winnerl, Manfred Helm, Shengqiang Zhou, Yaping Dan, and Slawomir Prucnal, “Strong Exciton–Phonon Coupling as a Fingerprint of Magnetic Ordering in van der Waals Layered CrSBr,” ACS Nano 18, 2898–2905 (2024)
work page 2024
-
[48]
Exciton Diffusion and Halo Effects in 48 Monolayer Semiconductors,
Marvin Kulig, Jonas Zipfel, Philipp Nagler, Sofia Blanter, Christian Schüller, Tobias Korn, Nicola Paradiso, Mikhail M. M. Glazov, and Alexey Chernikov, “Exciton Diffusion and Halo Effects in 48 Monolayer Semiconductors,” Physical Review Letters 120, 207401 (2018)
work page 2018
-
[49]
Spatially resolved photogenerated exciton and charge transport in emerging semiconductors,
Naomi S Ginsberg and William A Tisdale, “Spatially resolved photogenerated exciton and charge transport in emerging semiconductors,” Annual Review of Physical Chemistry 71, 1–30 (2020)
work page 2020
-
[50]
Marco Bianchi, Swagata Acharya, Florian Dirnberger, Julian Klein, Dimitar Pashov, Kseniia Mosina, Zdenek Sofer, Alexander N Rudenko, Mikhail I Katsnelson, Mark van Schilfgaarde, et al. , “Param- agnetic electronic structure of CrSBr: Comparison between ab initio GW theory and angle-resolved photoemission spectroscopy,” Physical Review B 107, 235107 (2023)
work page 2023
-
[51]
Marco Bianchi, Kimberly Hsieh, Esben Juel Porat, Florian Dirnberger, Julian Klein, Kseniia Mosina, Zdenek Sofer, Alexander N Rudenko, Mikhail I Katsnelson, Yong P Chen, et al. , “Charge transfer induced Lifshitz transition and magnetic symmetry breaking in ultrathin CrSBr crystals,” Physical Review B 108, 195410 (2023)
work page 2023
-
[52]
Quasi-1D electronic trans- port in a 2D magnetic semiconductor,
Fan Wu, Ignacio Gutiérrez-Lezama, Sara A López-Paz, Marco Gibertini, Kenji Watanabe, Takashi Taniguchi, Fabian O von Rohr, Nicolas Ubrig, and Alberto F Morpurgo, “Quasi-1D electronic trans- port in a 2D magnetic semiconductor,” Advanced Materials 34, 2109759 (2022)
work page 2022
-
[53]
Density enhanced diffusion of dipolar excitons within a one-dimensional channel,
XP Vögele, D Schuh, W Wegscheider, JP Kotthaus, and A W Holleitner, “Density enhanced diffusion of dipolar excitons within a one-dimensional channel,” Physical Review Letters 103, 126402 (2009)
work page 2009
-
[54]
Exciton- exciton annihilation in MoSe 2 monolayers,
Nardeep Kumar, Qiannan Cui, Frank Ceballos, Dawei He, Yongsheng Wang, and Hui Zhao, “Exciton- exciton annihilation in MoSe 2 monolayers,” Physical Review B 89, 125427 (2014)
work page 2014
-
[55]
Ultrafast optical manipulation of magnetic order,
Andrei Kirilyuk, Alexey V Kimel, and Theo Rasing, “Ultrafast optical manipulation of magnetic order,” Reviews of Modern Physics 82, 2731 (2010)
work page 2010
-
[56]
Direct excitation of propagating spin waves by focused ultra- short optical pulses,
Y Au, Mykola Dvornik, T Davison, E Ahmad, Paul Steven Keatley, Arne Vansteenkiste, Bartel Van Waeyenberge, and VV Kruglyak, “Direct excitation of propagating spin waves by focused ultra- short optical pulses,” Physical Review Letters 110, 097201 (2013)
work page 2013
-
[57]
Magnons and phonons optically driven out of local equilibrium in a magnetic insulator,
Kyongmo An, Kevin S Olsson, Annie Weathers, Sean Sullivan, Xi Chen, Xiang Li, Luke G Marshall, Xin Ma, Nikita Klimovich, Jianshi Zhou, et al. , “Magnons and phonons optically driven out of local equilibrium in a magnetic insulator,” Physical Review Letters 117, 107202 (2016)
work page 2016
-
[58]
Exciton propagation and halo formation in two-dimensional materials,
Raül Perea-Causín, Samuel Brem, Roberto Rosati, Roland Jago, Marvin Kulig, Jonas D. Ziegler, Jonas Zipfel, Alexey Chernikov, and Ermin Malic, “Exciton propagation and halo formation in two-dimensional materials,” Nano Letters 19, 7317–7323 (2019)
work page 2019
-
[59]
Phonon-driven carrier transport caused by short excitation pulses in semiconductors,
A. E. Bulatov and S. G. Tikhodeev, “Phonon-driven carrier transport caused by short excitation pulses in semiconductors,” Physical Review B 46, 15058–15062 (1992). 49
work page 1992
-
[60]
Phonon wind and drag of excitons in monolayer semiconductors,
M. M. Glazov, “Phonon wind and drag of excitons in monolayer semiconductors,” Physical Review B 100, 045426 (2019)
work page 2019
-
[61]
Magnon-drag thermopower in iron,
FJ Blatt, DJ Flood, V Rowe, PA Schroeder, and JE Cox, “Magnon-drag thermopower in iron,” Physical Review Letters 18, 395 (1967)
work page 1967
-
[62]
Spin-current probe for phase transition in an insulator,
Zhiyong Qiu, Jia Li, Dazhi Hou, Elke Arenholz, Alpha T N’Diaye, Ali Tan, Ken-ichi Uchida, Koji Sato, Satoshi Okamoto, Yaroslav Tserkovnyak, et al. , “Spin-current probe for phase transition in an insulator,” Nature Communications 7, 12670 (2016)
work page 2016
-
[63]
Junxue Li, Zhong Shi, Victor H Ortiz, Mohammed Aldosary, Cliff Chen, Vivek Aji, Peng Wei, and Jing Shi, “Spin Seebeck effect from antiferromagnetic magnons and critical spin fluctuations in epitaxial FeF2 films,” Physical Review Letters 122, 217204 (2019)
work page 2019
-
[64]
Paramagnon drag in high thermo- electric figure of merit Li-doped MnTe,
Yuanhua Zheng, Tianqi Lu, Md MH Polash, Morteza Rasoulianboroujeni, Ning Liu, Michael E Man- ley, Yuan Deng, PJ Sun, XL Chen, Raphael P Hermann, et al. , “Paramagnon drag in high thermo- electric figure of merit Li-doped MnTe,” Science Advances 5, eaat9461 (2019)
work page 2019
-
[65]
Fast and anoma- lous exciton diffusion in two-dimensional hybrid perovskites,
Jonas D. Ziegler, Jonas Zipfel, Barbara Meisinger, Matan Menahem, Xiangzhou Zhu, Takashi Taniguchi, Kenji Watanabe, Omer Yaffe, David A. Egger, and Alexey Chernikov, “Fast and anoma- lous exciton diffusion in two-dimensional hybrid perovskites,” Nano Letters 20, 6674–6681 (2020)
work page 2020
-
[66]
Nonlinear diffusion of negatively charged excitons in monolayer WSe 2,
D. Beret, L. Ren, C. Robert, L. Foussat, P. Renucci, D. Lagarde, A. Balocchi, T. Amand, B. Urbaszek, K. Watanabe, T. Taniguchi, X. Marie, and L. Lombez, “Nonlinear diffusion of negatively charged excitons in monolayer WSe 2,” Physical Review B 107, 045420 (2023)
work page 2023
-
[67]
Group velocity engineering of confined ultrafast magnons,
Y-J Chen, Kh Zakeri, A Ernst, HJ Qin, Y Meng, and J Kirschner, “Group velocity engineering of confined ultrafast magnons,” Physical Review Letters 119, 267201 (2017)
work page 2017
-
[68]
Layer-dependent interlayer antiferromagnetic spin reorientation in air-stable semiconductor CrSBr,
Chen Ye, Cong Wang, Qiong Wu, Sheng Liu, Jiayuan Zhou, Guopeng Wang, Aljoscha Soll, Zdenek Sofer, Ming Yue, Xue Liu, et al. , “Layer-dependent interlayer antiferromagnetic spin reorientation in air-stable semiconductor CrSBr,” ACS Nano 16, 11876–11883 (2022)
work page 2022
-
[69]
Spin wave dynamics excited by a focused laser pulse in antiferromagnet CrSBr,
Huicong Liu and Ka Shen, “Spin wave dynamics excited by a focused laser pulse in antiferromagnet CrSBr,” Physical Review B 110, 024424 (2024)
work page 2024
-
[70]
Transient magnetoelastic coupling in CrSBr,
Youn Jue Bae, Taketo Handa, Yanan Dai, Jue Wang, Huicong Liu, Allen Scheie, Daniel G Chica, Michael E Ziebel, Andrew D Kent, Xiaodong Xu, et al., “Transient magnetoelastic coupling in CrSBr,” Physical Review B 109, 104401 (2024)
work page 2024
-
[71]
Coupling between magnetic 50 order and charge transport in a two-dimensional magnetic semiconductor,
Evan J Telford, A valon H Dismukes, Raymond L Dudley, Ren A Wiscons, Kihong Lee, Daniel G Chica, Michael E Ziebel, Myung-Geun Han, Jessica Yu, Sara Shabani, et al. , “Coupling between magnetic 50 order and charge transport in a two-dimensional magnetic semiconductor,” Nature Materials 21, 754–760 (2022)
work page 2022
-
[72]
Large exciton binding energy in the bulk van der waals magnet crsbr,
Shane Smolenski, Ming Wen, Qiuyang Li, Eoghan Downey, Adam Alfrey, Wenhao Liu, Aswin LN Kondusamy, Aaron Bostwick, Chris Jozwiak, Eli Rotenberg, et al. , “Large exciton binding energy in the bulk van der waals magnet crsbr,” arXiv:2403.13897 (2024)
-
[73]
Magnetic exciton-polariton with strongly coupled atomic and photonic anisotropies,
Qiuyang Li, Xin Xie, Adam Alfrey, Christiano W Beach, Nicholas McLellan, Yang Lu, Jiaqi Hu, Wenhao Liu, Nikhil Dhale, Bing Lv, et al. , “Magnetic exciton-polariton with strongly coupled atomic and photonic anisotropies,” arXiv:2306.11265 (2023)
-
[74]
Chapter three - exciton diffusion in 2D van der waals semiconductors,
Alexey Chernikov and Mikhail M. Glazov, “Chapter three - exciton diffusion in 2D van der waals semiconductors,” in Semiconductors and Semimetals , Vol. 112, edited by Parag B. Deotare and Zetian Mi (Elsevier, 2023) pp. 69–110
work page 2023
-
[75]
Phonon-induced exciton weak localization in two-dimensional semiconductors,
M. M. Glazov, Z. A. Iakovlev, and S. Refaely-Abramson, “Phonon-induced exciton weak localization in two-dimensional semiconductors,” Applied Physics Letters 121, 192106 (2022)
work page 2022
-
[76]
Nonclassical exciton diffusion in monolayer WSe 2,
Koloman Wagner, Jonas Zipfel, Roberto Rosati, Edith Wietek, Jonas D Ziegler, Samuel Brem, Raül Perea-Causín, Takashi Taniguchi, Kenji Watanabe, Mikhail M Glazov, et al. , “Nonclassical exciton diffusion in monolayer WSe 2,” Physical Review Letters 127, 076801 (2021)
work page 2021
-
[77]
Shinichiro Mouri, Yuhei Miyauchi, Minglin Toh, Weijie Zhao, Goki Eda, and Kazunari Matsuda, “Nonlinear photoluminescence in atomically thin layered WSe 2 arising from diffusion-assisted exciton- exciton annihilation,” Physical Review B 90, 155449 (2014)
work page 2014
-
[78]
Observation of rapid exciton–exciton annihilation in monolayer molybdenum disulfide,
Dezheng Sun, Yi Rao, Georg A Reider, Gugang Chen, Yumeng You, Louis Brézin, A vetik R Harutyun- yan, and Tony F Heinz, “Observation of rapid exciton–exciton annihilation in monolayer molybdenum disulfide,” Nano letters 14, 5625–5629 (2014)
work page 2014
-
[79]
Exciton dynamics, transport, and annihilation in atomically thin two-dimensional semiconductors,
Long Yuan, Ti Wang, Tong Zhu, Mingwei Zhou, and Libai Huang, “Exciton dynamics, transport, and annihilation in atomically thin two-dimensional semiconductors,” The journal of physical chemistry letters 8, 3371–3379 (2017)
work page 2017
-
[80]
Nonlinear and negative effective diffusivity of interlayer excitons in moiré-free heterobilayers,
Edith Wietek, Matthias Florian, Jonas Göser, Takashi Taniguchi, Kenji Watanabe, Alexander Högele, Mikhail M. Glazov, Alexander Steinhoff, and Alexey Chernikov, “Nonlinear and negative effective diffusivity of interlayer excitons in moiré-free heterobilayers,” Phys. Rev. Lett. 132, 016202 (2024)
work page 2024
discussion (0)
Sign in with ORCID, Apple, or X to comment. Anyone can read and Pith papers without signing in.