221 research outputs found
Strongly angle-dependent magnetoresistance in Weyl semimetals with long-range disorder
The chiral anomaly in Weyl semimetals states that the left- and right-handed
Weyl fermions, constituting the low energy description, are not individually
conserved, resulting, for example, in a negative magnetoresistance in such
materials. Recent experiments see strong indications of such an anomalous
resistance response; however, with a response that at strong fields is more
sharply peaked for parallel magnetic and electric fields than expected from
simple theoretical considerations. Here, we uncover a mechanism, arising from
the interplay between the angle-dependent Landau level structure and long-range
scalar disorder, that has the same phenomenology. In particular, we ana-
lytically show, and numerically confirm, that the internode scattering time
decreases exponentially with the angle between the magnetic field and the Weyl
node separation in the large field limit, while it is insensitive to this angle
at weak magnetic fields. Since, in the simplest approximation, the internode
scattering time is proportional to the anomaly-related conductivity, this
feature may be related to the experimental observations of a sharply peaked
magnetoresistance.Comment: 8 pages, 4 figure
Transversal magnetotransport in Weyl semimetals: Exact numerical approach
Magnetotransport experiments on Weyl semimetals are essential for
investigating the intriguing topological and low-energy properties of Weyl
nodes. If the transport direction is perpendicular to the applied magnetic
field, experiments have shown a large positive magnetoresistance. In this work,
we present a theoretical scattering matrix approach to transversal
magnetotransport in a Weyl node. Our numerical method confirms and goes beyond
the existing perturbative analytical approach by treating disorder exactly. It
is formulated in real space and is applicable to mesoscopic samples as well as
in the bulk limit. In particular, we study the case of clean and strongly
disordered samples.Comment: 10 pages, 4 figure
Observation of precursor pair formation of recombining charge carriers
Journal ArticleAn experiment is presented which allows the observation of charge-carrier pair formation that precedes electronic transitions such as spin-dependent recombination or spin-dependent transport. It is based on an electrically detected magnetic-resonance-induced rotary echo sequence. The experimental demonstration is performed on precursor (spin) pairs of electrons in the emitter layer of crystalline silicon/amorphous silicon heterostructures. Precursor pair-generation-rate coefficients extracted from these measurements are studied as a function of light intensity and are found to show only a minor dependence on the illumination level indicating that the pair generation is not determined by charge-carrier densities
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Supersymmetry in the Standard Sachdev-Ye-Kitaev Model.
Supersymmetry is a powerful concept in quantum many-body physics. It helps to illuminate ground-state properties of complex quantum systems and gives relations between correlation functions. In this Letter, we show that the Sachdev-Ye-Kitaev model, in its simplest form of Majorana fermions with random four-body interactions, is supersymmetric. In contrast to existing explicitly supersymmetric extensions of the model, the supersymmetry we find requires no relations between couplings. The type of supersymmetry and the structure of the supercharges are entirely set by the number of interacting Majorana modes and are thus fundamentally linked to the model's Altland-Zirnbauer classification. The supersymmetry we uncover has a natural interpretation in terms of a one-dimensional topological phase supporting Sachdev-Ye-Kitaev boundary physics and has consequences away from the ground state, including in q-body dynamical correlation functions
Serotonin Release and Matrix Decondensation Precede Dissipation of the Proton Gradient in Secretory Granule Exocytosis
Framing fusion and fission
Engineering inter-triplet exchange coupling allows spin mixing between singlet and quintet manifolds in triplet–triplet pair states in metal–organic frameworks, demonstrating increased room-temperature triplet-fusion rates under relatively small applied magnetic fields
Theoretical Description of Pulsed RYDMR: Refocusing Zero-Quantum and Single Quantum Coherences
A theoretical description of pulsed reaction yield detected magnetic resonance (RYDMR) is proposed. In RYDMR, magnetic resonance spectra of radical pairs (RPs) are indirectly detected by monitoring their recombination yield. Such a detection method is significantly more sensitive than conventional electron paramagnetic resonance (EPR), but design of appropriate pulse sequences for RYDMR requires additional effort because of a different observable. In this work various schemes for generating spin-echo like signals and detecting them by RYDMR are treated. Specifically, we consider refocusing of zero-quantum coherences (ZQCs) and single-quantum coherences (SQCs) by selective as well as by non-selective pulses and formulate a general analytical approach to pulsed RYDMR, which makes an efficient use of the product operator formalism. We anticipate that these results are of importance for RYDMR studies of elusive paramagnetic particles, notably, in organic semiconductors
Coherent error threshold for surface codes from Majorana delocalization
Statistical mechanics mappings provide key insights on quantum error
correction. However, existing mappings assume incoherent noise, thus ignoring
coherent errors due to, e.g., spurious gate rotations. We map the surface code
with coherent errors, taken as - or -rotations (replacing bit or phase
flips), to a two-dimensional (2D) Ising model with complex couplings, and
further to a 2D Majorana scattering network. Our mappings reveal both
commonalities and qualitative differences in correcting coherent and incoherent
errors. For both, the error-correcting phase maps, as we explicitly show by
linking 2D networks to 1D fermions, to a -nontrivial 2D
insulator. However, beyond a rotation angle , instead of a
-trivial insulator as for incoherent errors, coherent errors map
to a Majorana metal. This is the theoretically achievable
storage threshold. We numerically find . The
corresponding bit-flip rate exceeds the
known incoherent threshold .Comment: 9 pages, 7 figure
Nodal-line semimetals from Weyl superlattices
The existence and topological classification of lower-dimensional Fermi
surfaces is often tied to the crystal symmetries of the underlying lattice
systems. Artificially engineered lattices, such as heterostructures and other
superlattices, provide promising avenues to realize desired crystal symmetries
that protect lower-dimensional Fermi surface, such as nodal lines. In this
work, we investigate a Weyl semimetal subjected to spatially periodic onsite
potential, giving rise to several phases, including a nodal-line semimetal
phase. In contrast to proposals that purely focus on lattice symmetries, the
emergence of the nodal line in this setup does not require small spin-orbit
coupling, but rather relies on its presence. We show that the stability of the
nodal line is understood from reflection symmetry and a combination of a
fractional lattice translation and charge-conjugation symmetry. Depending on
the choice of parameters, this model exhibits drumhead surface states that are
exponentially localized at the surface, or weakly localized surface states that
decay into the bulk at all energies.Comment: 11 pages, 8 figures, Editors' Suggestio
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