The excitations at the heart of the study are quasiparticles, collective disturbances that behave in many ways like particles even though they are not made of matter in the ordinary sense. Magnons are quasiparticles of spin: in a magnetic material, the electron spins act like a lattice of tiny compass needles, and when they tip over in sequence they form a travelling wave, much like a Mexican wave rippling around a football stadium. Crucially, it is not the electrons themselves that migrate through the crystal, only the pattern of their flips. Phonons, by contrast, are quantized vibrations of the atoms in the crystal lattice. Because both magnons and phonons carry well-defined energy and momentum as individual entities, quantum physics treats them as particles in their own right, and understanding how they interact is central to any technology that hopes to exploit them.

The appeal of magnons is that they could carry information without moving charge. In conventional chips, the flow of electrons through resistive pathways causes power losses and generates heat, which is precisely what limits how densely and how fast silicon devices can operate. If the electrons stayed put and only their spins were manipulated, logic operations could in principle be performed with dramatically less energy. This vision is called spintronics, a fusion of spin and electronics, and it depends on being able to create, control and read out magnons quickly and reliably. The PSI team, led by Hiroki Ueda, set out to answer a deceptively simple question: when magnons are born in a solid, what happens to them next, and how long do they survive?

To find out, the researchers chose copper oxide, a well-known antiferromagnetic material with strong coupling between its magnetism and its crystal lattice. First author Arnau Romaguera of the PSI Center for Photon Science explained the choice: the material is a textbook system for studying how magnetic order talks to lattice vibrations. The experiment began with an intense optical laser pulse fired at the sample. The pulse excited the electrons, which in turn caused the initially disordered spins to flip in coordinated rows, generating magnons. That birth happened within femtoseconds, a quadrillionth of a second, an interval so short that light itself travels only a fraction of a millimetre in that time.

What followed was a cascade across the quantum timescales. Over the first few picoseconds, a trillionth of a second, the freshly created coherent magnons waves scattered off one another and degraded into a sea of incoherent waves, like rough water after a wave has broken. Then, over the next three orders of magnitude, in the nanosecond range, the magnons finally interacted with the atoms of the crystal lattice and converted their energy into phonons, the quantized lattice vibrations. The energy flow thus moved from electrons to spins to lattice, and each handoff occurred on a distinctly different clock.

The headline result is that the magnons proved remarkably long-lived. Given the strong coupling between magnetism and the lattice in copper oxide, the team expected the spin energy to drain into vibrations almost immediately. Instead, Romaguera noted, the generated magnons took a surprisingly long time to pass their energy to the lattice. In human terms all of these timescales are vanishingly short, but in the quantum world they span many orders of magnitude, and the nanosecond lifetime of the magnons is generous by the standards of ultrafast magnetism. That longevity matters enormously for applications: it could provide enough time to perform and control logical operations before the spin information dissipates into heat.

Ueda offered a physical explanation for the slow handoff. Magnons and phonons obey very different relationships between their momentum and energy values, he explained, and this mismatch modulates how efficiently magnons can transfer their energy to the lattice. The inefficient coupling leads to the long magnon lifetime, and it also provides a design principle: by specifically engineering materials to tune the momentum-energy relationships of their quasiparticles, researchers could in principle adjust the magnon lifetime as desired, tailoring spintronic materials for the operations they need to perform.

Making all of this visible was itself a formidable experimental challenge, because the phenomena unfold across such diverse timescales. The team used a pump-probe scheme: a highly brilliant X-ray pulse from a free-electron laser is directed at the sample shortly after the optical laser pulse that generates the magnons. By gradually varying the delay between the two pulses, the researchers probe the material at different moments after excitation and reconstruct a sequence of snapshots of the microscopic events, like assembling a flipbook of the energy flow. In addition to two established X-ray techniques, the team employed a novel method for the first time, known as time-resolved resonant diffuse scattering. The key measurements were conducted at the Furka experimental station of SwissFEL at PSI, and complementary measurements were performed at the ESRF synchrotron in Grenoble, France.

The experimental snapshots were supplemented by quantum kinetic simulations that modelled the measured energy flow through the material. Ueda reported that the measurements are largely consistent with the theoretical calculations, which shows that the underlying theories of quasiparticle dynamics are well understood, even if they must be adapted to the specific structures of each material. That agreement is important because it means the framework developed for copper oxide can be carried forward as a predictive tool: researchers designing new spintronic materials can model how their magnons will behave before ever growing a crystal.

The work, published in Nature Communications as an experimental study of hierarchical quasiparticle dynamics in antiferromagnets, remains basic research, but it brings the electronics of the future one important step closer to practical application. By revealing the full interplay of electronic, magnetic and lattice excitations in a single coherent picture, the PSI team has shown that magnons in antiferromagnets can persist long enough to be useful, and that their lifetime is not an accident of nature but a property that can be understood, simulated and engineered. For a field racing to replace silicon before its physical limits are reached, knowing that the spin waves of the quantum world can be made to linger is exactly the kind of insight that turns a laboratory curiosity into a technology roadmap.

Subject of Research: Time-resolved X-ray scattering study of magnon and phonon quasiparticle dynamics in an antiferromagnetic copper oxide

Article Title: X-rays show how quasiparticles interact in solids

Article References: X-rays show how quasiparticles interact in solids. Original publication (Bibliographic details unavailable.)

Image Credits: AI Generated

DOI: Not provided

Keywords: magnons, phonons, quasiparticles, spintronics, antiferromagnets, SwissFEL, X-ray scattering, copper oxide, Paul Scherrer Institute, pump-probe technique, Nature Communications, quantum materials

A team led by Qihang Liu and Xiaobing Chen of the State Key Laboratory of Quantum Functional Materials and the Department of Physics at Southern University of Science and Technology, together with the Quantum Science Center of the Guangdong–Hong Kong–Macao Greater Bay Area, has now turned that exercise into an automated workflow. Their open-source online platform, called FINDSPINGROUP, is reported in National Science Review. The tool places magnetic-moment arrangements and spin-orbit effects within a single, material-specific symmetry framework, allowing researchers to ask, in a consistent way, which responses a material’s magnetic geometry permits, and which additional responses emerge once spin-orbit coupling is switched on. The distinction is not academic. Knowing which mechanism drives a given response determines how that response will behave when the magnetic order is rotated, switched, or embedded in a different crystal environment, and it guides which materials deserve the expense of demanding calculations and experiments.

The conceptual heart of the platform is a reconciliation of two symmetry descriptions that have historically lived in separate regimes. In the absence of spin-orbit coupling, a magnetic material is described by a spin space group, in which operations acting on spins are not required to follow the corresponding rotations of the crystal lattice. Once spin-orbit coupling locks spin to lattice, the appropriate description becomes the magnetic space group, in which spin and lattice operations move together. Each map works well within its own regime, but the two are not automatically aligned. A spin space group is unchanged when the entire spin frame is rotated, so on its own it does not specify the physical orientation of spin operations relative to the crystal. A magnetic space group, by contrast, already assumes that this relationship is fixed. Different choices of unit cell, basis vectors, and origin add further complications, so comparing the two descriptions for a real material has meant identifying and realigning them by hand.

Liu and colleagues resolved this with the oriented spin space group, or OSSG. The OSSG selects the material-specific orientation of the spin operations relative to crystallographic directions, without itself introducing spin-orbit coupling. From this common starting point, two analyses branch out. The full OSSG provides symmetry constraints for the material without spin-orbit coupling, while the subset of operations that remain compatible with spin-lattice locking forms the corresponding magnetic space group and supplies the constraints that apply when spin-orbit coupling is included. Both branches generate crystallographic information and restrictions on magnetic and transport properties, and because both are expressed in the same coordinate frame, their predictions can be compared directly. “The important question is not only what symmetry a magnetic material has, but where each of its allowed responses comes from,” said Liu. “By placing magnetic geometry and spin-orbit effects in the same material-specific frame, the OSSG allows the two contributions to be compared directly.”

FINDSPINGROUP turns this framework into a practical pipeline. A user supplies a magnetic structure in CIF, MCIF, or the newly introduced SCIF format. The platform identifies the material-specific OSSG, converts the result to a standard crystallographic setting, matches it to a canonical database representative, and derives the corresponding magnetic space group in the same coordinate frame. It then interrogates the material with what amounts to two parallel questions: what does the magnetic geometry permit without spin-orbit coupling, and what additional responses become possible, or disappear, once spin-orbit coupling is included. To answer them, the software produces standard magnetic cells, spin Wyckoff positions, spin site-symmetry groups, spin Brillouin zones, and symmetry information at high-symmetry wave vectors. It evaluates whether magnetization, electric polarization, momentum-dependent spin polarization, spin texture, anomalous Hall conductivity, and nonlinear-response tensors are allowed in each regime.

Crucially, the platform returns symmetry constraints rather than numerical predictions. It does not calculate how large a Hall current or an electric polarization will be. Instead, it determines whether a response is symmetry-possible, which directions or tensor components are allowed, and whether its origin can be traced to magnetic geometry or to spin-orbit coupling. That separation of powers is what makes the tool useful as a screening instrument: it can eliminate candidates whose symmetry forbids a desired response before anyone invests in first-principles calculations or crystal growth, and it can flag candidates whose symmetry guarantees one. Combined with an online service, open-source code, and a searchable database, the workflow scales from the analysis of a single material to high-throughput searches across entire structural families.

The team demonstrated the approach on three materials, each posing a different puzzle. The first concerns spin splitting: does it always require spin-orbit coupling? The two-dimensional altermagnet V2Se2O shows that it does not. In this material, the magnetic geometry alone already permits momentum-dependent spin splitting of the electronic bands, a property once considered inseparable from spin-orbit physics. FINDSPINGROUP then tracks what changes when spin-orbit coupling is added: the symmetry is lowered, the allowed components of spin polarization change, and an additional magnetic response becomes permitted. The result is a complete symmetry account of how a purely geometric effect and a relativistic effect layer on top of one another in the same compound.

The second puzzle asks whether magnetic order can create electric polarization. In MnSe2, the arrangement of magnetic moments breaks the inversion symmetry of the underlying non-magnetic crystal, allowing an electric polarization to emerge. The same magnetic order also permits momentum-dependent spin splitting. Because multiple symmetry-related magnetic states satisfy the same constraints, FINDSPINGROUP identifies candidate switching endpoints, revealing whether the electric polarization and the spin-dependent responses can be reversed separately or must reverse together. That question bears directly on device design, since independent control of distinct order parameters is far more valuable than a single locked switch. The third puzzle concerns the anomalous Hall effect in the non-coplanar antiferromagnet CoNb3S6. There, the magnetic geometry permits a Hall response even without spin-orbit coupling, while forbidding spin polarization throughout the Brillouin zone. When spin-orbit coupling is included, additional spin polarization and magnetization become symmetry-allowed. Together, the three cases demonstrate why observing a ferromagnetic-like response does not, by itself, reveal its origin: superficially similar effects can obey different symmetry rules and respond differently to external control.

Reproducibility posed its own challenge, and the team addressed it with a new data standard. The spin crystallographic information file, or SCIF, extends the familiar CIF and MCIF formats by storing the crystal structure together with its spin-group assignment, symmetry operations, coordinate transformations, and metadata. Like its predecessors, SCIF is designed to make symmetry information portable between researchers, software packages, and databases. The team is working with the IUCr Commission on Magnetic Structures to develop SCIF as a community standard for exchanging spin-group information, a step that could spare future researchers the ambiguity of unit-cell choices and spin-frame conventions that has long complicated comparisons between published analyses.

FINDSPINGROUP is available as a web service at findspingroup.com, with source code hosted on GitHub, lowering the barrier for groups that lack specialized symmetry expertise. For the broader field of unconventional magnetism, the platform arrives at a moment of rapid expansion, as altermagnets, non-coplanar antiferromagnets, and magnetism-driven ferroelectrics compete for attention as next-generation spintronic materials. By making the paired symmetry analysis fast, standardized, and shareable, the tool shifts the field’s focus from cataloging exotic responses to classifying their mechanisms, a shift that could accelerate the search for materials whose magnetic geometry and spin-orbit physics can be controlled independently, and ultimately for devices that exploit each contribution on its own terms.

Subject of Research: Symmetry-based separation of magnetic-geometry and spin-orbit-coupling contributions to unconventional magnetic properties using oriented spin space groups

Article Title: How can scientists disentangle the origins of unconventional magnetic properties?

Article References: How can scientists disentangle the origins of unconventional magnetic properties?. (n.d.). Original publication

Image Credits: AI Generated

DOI: Not provided

Keywords: antiferromagnets, spin space group, oriented spin space group, magnetic space group, spin-orbit coupling, altermagnets, anomalous Hall effect, spin splitting, electric polarization, SCIF format, symmetry analysis, FINDSPINGROUP