Electric field switching of chiral phonons
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Introduction to the show: ident: Quantum Radio. Generated commentary on the latest quantum physics and condensed matter papers.
Kai: Today's paper: "Electric field switching of chiral phonons".
Mira: The gist: Electric-field switching of phonon angular momentum in ferroelectric BaTiO3 demonstrates a robust mechanism for non-volatile control of chiral phonons, showing reversible switching stable for at least 15 hours.
Kai: First, who's behind it and why it matters.
Paper summary: Kai: So we've just heard that this paper by Grimes, Allington, et al. is about using an electric field to flip the angular momentum of phonons in BTO. What’s the core idea they are pushing here?
Mira: They are focusing on chiral phonons as a way to control material properties because these vibrations carry angular momentum and couple with spin and orbital degrees of freedom one <ref:2603.06144#pg1>. The thesis is that by using an electric field to invert the polarization direction in BTO, you can switch the handedness of the chiral modes.
Lev: If I'm running this on real hardware, I'd be looking at how sensitive this switching is to temperature fluctuations or noise; can we actually implement a system where this control persists?
Kai: The paper claims they use the room temperature tetragonal phase of BTO where inversion symmetry is already broken, and applying an electric field displaces the Ti4+ ion to a different stable site, which inverts the polarization.
Mira: Because that displacement changes how the oxygen octahedra move relative to each other, it flips the handedness of those chiral phonons as described by their C4v symmetry.
Lev: That sounds like a solid physical mechanism, but I'm wondering about the measurement itself; what exactly did they use to see this angular momentum change?
Kai: They used circularly polarised RIXS at the oxygen K edge to probe that phonon angular momentum directly, and they compared their measured dichroism with first-principles predictions for phonon-mode chirality.
Mira: The key finding is that the circular dichroism contrast in the RIXS measurement switches when you flip the direction of the electric poling field, which matches exactly what symmetry arguments predict should happen if the Ti4+ displacements are inverted.
Lev: So, to summarize for someone who only listens to this show: they showed you a physical way to turn off or on a specific type of lattice vibration using an electric field in BTO.
Kai: And beyond that, they confirmed this switching can happen non-volatily and last for at least fifteen hours, which is pretty significant for practical applications.
Conclusion: Mira: Thinking about the title, "Electric field switching of chiral phonons," it’s essentially taking a subtle symmetry property—chirality—and making it switchable with electricity.
Kai: It means we are moving beyond just controlling the frequency of vibrations, which is what standard phonon studies do; we're now talking about controlling the inherent handedness of the lattice motion itself.
Lev: From an error correction angle, if you can use an external field to flip a quantum degree of freedom tied to a vibrational mode, that opens up entirely new pathways for encoding information.
Mira: It points toward using these chiral phonons as tunable degrees of freedom in phononics, where the angular momentum isn't just fixed but can be actively manipulated by external stimuli.
Kai: This suggests we could integrate these phonon modes with other systems, maybe magnetic layers, to build things like on-chip phonon–magnon reservoirs for neuromorphic computing.
Lev: That integration would be interesting because it means you're using the crystal symmetry itself as a tunable switch for energy transfer between different physical phenomena.
Mira: So while they didn't solve everything about chiral phonons, this work proves that deterministic inversion of phonon angular momentum is possible in a technologically relevant perovskite over at least fifteen hours.
Kai: It’s a really concrete demonstration of how controlling the crystal symmetry via an electric field can manifest directly in the properties of the chiral phonons.
Center for Photon Science, Paul Scherrer Institut
cond-mat.mtrl-sci, cond-mat.str-el
Submitted: 2026-03-06
Updated: 2026-03-06
Comments: 18 pages, 4 figures, 1 table
DOI: 10.1038/s41563-026-02737-w
License: http://creativecommons.org/licenses/by/4.0/
Importance score: 91/100
The gist: The gist: Electric-field switching of phonon angular momentum in ferroelectric BaTiO3 demonstrates a robust mechanism for non-volatile control of chiral phonons, showing reversible switching stable
Key concepts
- Chiral Phonons
- These are lattice vibrations (phonons) that carry angular momentum because the atoms in the crystal break improper rotational symmetry. This asymmetry allows these vibrations to possess quantized angular momentum, enabling them to transfer this momentum through the lattice.
- BaTiO3 (BTO)
- This is a polar ferroelectric titanate material used as a platform. Its key feature is that its polarization can be easily reversed by applying an external electric field. This makes it an ideal system for testing how symmetry breaking affects phonon properties.
- Circular Dichroism (CD-RIXS)
- This is a specific type of X-ray scattering technique used to probe phonon angular momentum. It measures the difference in scattering intensity when using left-handed versus right-handed circularly polarized X-rays. The resulting contrast is sensitive to the chirality of the lattice vibrations.
Terminology
Summary
The gist: Electric-field switching of phonon angular momentum in ferroelectric BaTiO3 demonstrates a robust mechanism for non-volatile control of chiral phonons, showing reversible switching stable for at least 15 hours.
Introduction to Chiral Phonons
Lattice vibrations carrying angular momentum, known as chiral phonons, have emerged as a promising route to control and understand complex material properties, yet their deterministic manipulation remains largely unexplored Lattice vibrations carrying angular momentum, known as chiral phonons, have emerged as a promising route to control and understand complex material properties, yet their deterministic manipulation remains largely unexplored. More than a century after chirality was defined as the distinction between left- and right-handed structures, this concept continues to shape condensed matter physics in the spirit of Curie’s symmetry principle: it is asymmetry that creates the phenomenon Its influence spans from the enantioselective mechanisms that regulate molecular chemistry [2] to crystalline solids, where the absence of inversion symmetry gives rise to chiral order that couples spin, orbital, and lattice degrees of freedom. Recently, attention has shifted from static structural chirality to lattice dynamics with the discovery of chiral phonons. These are defined as vibrational modes in which atoms break improper rotational symmetry [3] and such excitations carry quantised angular momentum and enable lattice-mediated angular-momentum transfer [4].
Mechanism of Control in BaTiO3
The researchers selected a polar ferroelectric titanate, BaTiO3 (BTO), as an ideal platform because its ferroelectric polarisation can be inverted in situ by a small out-of-plane electric field, offering a controllable parameter of inversion-breaking symmetry. The system is designed to test how the angular momentum (chirality) of certain phonon modes can be switched by an external electric field. In the room temperature tetragonal phase of BTO, the lack of inversion symmetry results in phonons being non-degenerate and chiral at generic points in reciprocal space. The projection of the phonon angular momenta in reciprocal space is reversed by inversion of the polarisation direction for structures described by the point group C4v. By applying an electric field, the Ti4+ ion can be displaced to the other stable site (double-well potential in Fig. 1 b) thereby inducing a polarisation of opposite sign.
Experimental Observation and Switching
The study uses circularly polarised RIXS to probe the phonon angular momentum, which is sensitive to symmetry breaking via the transfer of angular momenta. The circular dichroism (CD) contrast in RIXS originates from the excitation of O 2p electric quadrupoles, as CD is absent for isotropic charge scattering and BTO is non-magnetic. By symmetry arguments, switching between the opposite Ti4+ displacements shown in Fig. 1 a, the forces experienced by the oxygen ions would be inverted and angular momentum of the phonon modes should demonstrate reversal. The experimental procedure involves applying a potential of +(-) 3.5 V before measurements are performed with a holding potential of +(-) 0.2 V to flip the ferroelectric domains. The resulting spectra show switching under the application of external electric field, and the CD contrast is inverted.
Characterization and Confirmation
The strongest contrast in RIXS is seen around 20, 40 and 100 meV which are attributed to angular momentum exchange with the predicted phonon modes at 11, 38, and 100 meV. The contrast exhibits switching of phonon chirality with respect to the direction of the electric poling field as well as to the inversion of X-ray circular polarisation. The analysis confirms that CD-RIXS contrast can be inverted by measuring along an inverted q, verifying that the relationship follows crystallographic symmetry and PAM must arise from the broken inversion symmetry of the displacive ferroelectric phase. This demonstrates deterministic inversion of phonon angular momentum in a technologically relevant perovskite over at least 15 hours period.
Implications for Phononics
This work establishes a robust mechanism for non-volatile control of chiral phonons and points towards new opportunities for phonon-based information and energy technologies. The ability to control the symmetry of physical properties via direct control of the crystal symmetry, in this instance the electric field control of the inversion centre is manifested in the PAM of the chiral phonon. This approach allows for active manipulation of chiral phonon populations, thereby establishing an alternative route for phononics in which angular momentum, rather than frequency alone, becomes a tunable degree of freedom. This opens the prospect for integrating THz- or optically-driven, angular-momentum-carrying phonons (coupled to adjacent magnetic layers) to realise on-chip phonon–magnon reservoirs for neuromorphic computing.
Methods Summary
The BTO thin films were fabricated by pulsed laser deposition (PLD) using a KrF excimer laser with a wavelength of 248 nm. Freestanding BTO was obtained by chemical etching to remove the LSMO sacrificial layer. The polarization switching device architecture involved combining standard photolithography, thermal evaporation, and transfer of freestanding BTO membranes. RIXS measurements were performed at the RIXS end-station of Beamline ID32 at the ESRF. DFT calculations were performed using the Abinit software package with the PBE GGA exchange–correlation functional and vdwDFT-D3(BJ) dispersion correction. The experimental data acquired at the ESRF can be found in the ESRF data portal at DOI:10.15151/ESRF-ES-2166894199.
References
[3] Juraschek, D. M. et al. Chiral phonons
[5] Coh, S. Classification of materials with phonon angular momentum and microscopic origin of angular momentum
[8] Davies, C. S. et al. Phononic switching of magnetization by the ultrafast barnett effect
[15] Basini, M. et al. Terahertz electric-field-driven dynamical multiferroicity in srtio3
[28] Moseni, K., Wilson, R. B. & Coh, S. Electric field control of phonon angular momentum in perovskite batio3
[52] Grimes, M., Ueda, H., Allington, C., Kummer, K. & Staub, U. Switching of chiral phonons in ferroelectrics [dataset]
[51] Culbertson, C. M. et al. Neutron total scattering studies of group ii titanates (atio3, a2+ = mg, ca, sr, ba)
[50] Verstraete, M. J. et al. Abinit 2025: New capabilities for the predictive modeling of solids and nanomaterials
[39] Nag, A. et al. Circular dichroism in resonant inelastic x-ray scattering from birefringence in cuo
[5] Coh, S. Classification of materials with phonon angular momentum and microscopic origin of angular momentum
[27] Cohen, R. E. Origin of ferroelectricity in perovskite oxides
[5] Coh, S. Classification of materials with phonon angular momentum and microscopic origin of angular momentum
[32] Zhang, X. et al. Catalogue of chiral phonon materials <ref:2603.
Improvements for AI systems
-
Deterministic manipulation of lattice–driven phenomena governed by chiral symmetries
can be achieved by implementing an electric field-controlled switching mechanism that invertsphonon angular momentum,
which is demonstrated to bestable for at least 15 hours.
-
The improved AI system could perform real-time, non-volatile control of phonon states in ferroelectric materials like BaTiO3, enabling applications such as
non-volatile memories
andneuromorphic architectures.
-
The system can utilize the relationship between electric field control and chirality described by the gyration tensor, where
the sign of optical rotation could be reversed in chiral ferroelectrics such as Pb5Ge3O11 in a phenomenon known as gyroelectricity.
-
The AI could model and predict how
CD contrast
is determined by the projection parameterJ·q,
allowing for the prediction of phonon chirality based on specific momentum transfers, confirming thatthe contrast observed in this work is inaccessible to optical measurements which are at a negligible q.
Abstract
Lattice vibrations carrying angular momentum, known as chiral phonons, have emerged as a promising route to control and understand complex material properties, yet their deterministic manipulation remains largely unexplored. Here we demonstrate electric-field switching of phonon angular momentum in the technologically relevant ferroelectric BaTiO3. Using circularly dichroic resonant inelastic X-ray scattering (CD-RIXS) at the oxygen K edge, we directly probe the phonon angular momentum and compare the measured dichroism with first-principles predictions of phonon-mode chirality. We find excellent agreement, revealing a momentum-dependent circular-dichroism contrast that exhibits a reversible gyroelectric effect, stable for at least 15 hours. Our results establish a robust mechanism for non-volatile control of chiral phonons and point towards new opportunities for phonon-based information and energy technologies.
Sources
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