In this article we consider the magnetic field phase diagram of hole-doped high-Tc cuprates, which has been given much less attention than the temperature diagram. In the framework of the {\it pairon model}, we show that the two characteristic energies, the pair binding energy (the gap Δp) and the condensation energy (βc) resulting from pair correlations, give rise to two major magnetic fields, the upper critical field Bc2 and a second field, Bpg, associated with the pseudogap (PG). The latter implies a second length scale in addition to the coherence length, characteristic of incoherent pairs. Universal scaling laws for both Bc2 and Bpg are derived: Bc2 scales with the critical temperature, Bc2/Tc≃1.65 T/K, in agreement with many experiments, and Bpg has a similar scaling with respect to T∗. Finally, Fermi arcs centered on the nodal directions are predicted to appear as a function of magnetic field, an effect testable experimentally.
The Ruderman-Kittel-Kasuya-Yoshida (RKKY) interaction and Efimov physics are two distinct quantum phenomena in condensed matter and nuclear physics, respectively. The RKKY interaction describes correlations between impurities mediated by an electron gas, while Efimov physics describes universal bound states of three particles with resonant interactions. Recently, both effects have been observed in Bose-Fermi mixtures in the weak and resonant interaction regimes, respectively. Intriguing conjectures exist to elucidate how the two phenomena meet in the transition regime where the mixture is strongly interacting. In this work, we explore the RKKY-Efimov transition in a mixture of bosonic Cs-133 and fermionic Li-6 near a tunable interspecies Feshbach resonance. From dispersion and relaxation measurements, we find that the transition is highlighted by a fermion-mediated scattering resonance between Cs atoms and a weaker resonance on Li atoms. These resonances represent reactive scattering of Cs and Li atoms in the many-body regime, which reduces to an Efimov resonance in the thermal gas regime. Our observation demonstrates the intriguing interplay of two-, three-, and many-body physics in an Bose-Fermi mixture that connects condensed matter physics, nuclear physics and quantum many-body chemistry.
Evidence of neutron stars with deconfined quark-matter cores suggest a new pathway for the evolution of black holes. New theories about the cores of neutron stars support the idea that quarkonium is likely to grow there as the neutron star ages. Surveys of stellar remnants have shown that there is no major mass gap between neutron stars and black holes. Black holes, specifically primordial ones (PBHs), have been suggested as an explanation for dark matter before. However, the way that very large black holes can form in the lifetime of the visible universe has only recently been explained with a promising solution to The Final Parsec Problem. If neutron stars can become exotic stars or black holes surrounded by axions, then they may allow Intermediate-Mass Black Holes (IMBH) and Supermassive Black Holes (SMBH) to form quickly enough via coalescence. We find that a hierarchical clustering of Massive and Compact Halo Objects (MACHOs) with axion-dominated mini-halos can help to explain all of the missing dark matter. The model presented here suggests that this type of MACHO is likely equivalent to black holes above an unknown critical mass, which is less than ~1 M⊙, and that they ought to be quark stars below this mass. If quark stars are a transition state between neutron stars and black holes, then black holes ought to be equivalent to boson stars, after all the residual quark material has formed a Bose-Einstein condensate of strange mesons.
We demonstrate that the co-genesis of baryon asymmetry and dark matter can be achieved through the rotation of an axion-like particle, driven by a flip in the vacuum manifold's direction at the end of inflation. This can occur if the axion has a periodic non-minimal coupling to gravity, while preserving the discrete shift symmetry. In non-oscillating inflation models, after inflation there is typically a period of kination (with w=1). In this case, it is shown that the vacuum manifold of the axion is flipped and the axion begins rotating in field space, because it can slide across the decreasing potential barrier as in Ricci reheating. Such a rotating axion can generate the baryon asymmetry of the Universe through spontaneous baryogenesis, while at later epochs it can oscillate as dark matter. The period of kination makes the primordial gravitational waves (GW) generated during inflation sharply blue-tilted which constrains the parameter space due to GW overproduction, while being testable by next generation CMB experiments. As a concrete example, we show that such a cogenesis of baryon asymmetry and dark matter can be realized for the axion as the Majoron in the Type-I seesaw setup, predicting mass ranges for the Majoron below sub eVs, with right-handed neutrino mass above O(108) GeV. We also show that in order to avoid fragmentation of the axion condensate during the rotation, we require the non-minimal coupling \mbox{ξ∼(f/mP)2} or somewhat larger, where f is the axion decay constant.
Kaon condensation in hyperon-mixed matter [(Y+K) phase], which may be realized in neutron stars, is discussed on the basis of chiral symmetry. With the use of the effective chiral Lagrangian for kaon--baryon and kaon--kaon interactions; coupled with the relativistic mean field theory and universal three-baryon repulsive interaction, we clarify the effects of the s-wave kaon--baryon scalar interaction simulated by the kaon--baryon sigma terms and vector interaction (Tomozawa--Weinberg term) on kaon properties in hyperon-mixed matter, the onset density of kaon condensation, and the equation of state with the (Y+K) phase. In particular, the quark condensates in the (Y+K) phase are obtained, and their relevance to chiral symmetry restoration is discussed.
We investigate the reheating process in an axion inflation model where the inflaton couples to non-Abelian gauge fields via the Chern-Simons coupling. The Chern-Simons coupling leads to the efficient production of gauge fields via a tachyonic instability during inflation, whose implications have been actively studied in the literatures. Moreover, it has been recently pointed out that the produced gauge fields can be even thermalized during inflation, leading to warm inflation. Apparently, these findings seem to imply that the reheating is completed immediately after inflation because the tachyonic instability or the thermal friction induced by the Chern-Simons coupling cause the inflaton condensate to decay rapidly. Contrary to this naive expectation, however, we show that, in most of the parameter space, either the inflaton condensate, the inflaton particles, or the glueballs once dominate the Universe and their perturbative decay completes the reheating.
We investigate the phenomenon of Bose-Einstein condensation in ideal bosonic gases confined to axially-symmetric surfaces of revolution, focusing on ellipsoidal and toroidal geometries. By formulating the single-particle Schrödinger equation for a general surface of revolution, we derive the corresponding energy spectra and analyze the impact of curvature on the quantum statistical properties of the system. Our results demonstrate that the geometric constraints imposed by these curved manifolds modify the energy spectrum and affect the critical condensation temperature. Specifically, we show that in ellipsoidal and toroidal manifolds, the critical temperature is suppressed as their aspect ratio is increased and, correspondingly, they become highly elongated and acquire a one-dimensional character. Additionally, we evaluate the Bogoliubov excitation spectrum, providing insights into the collective excitations of the condensate. Our results establish the conditions required to achieve quantum degeneracy in curved manifolds, thus guiding forthcoming experiments and setting the basis for solving the few-to-many body problem in general surfaces of revolution.
Dark energy, the enigmatic force driving the accelerated cosmic expansion of the universe, is conventionally described as a cosmological constant in the standard ΛCDM model. However, measurements from the Dark Energy Spectroscopic Instrument (DESI) reports a >2.5σ preference for dynamical dark energy, with baryon acoustic oscillation (BAO) data favoring a time varying equation of state w(z) over the cosmological constant (w=−1). We present the Bound Dark Energy (BDE) model, where dark energy originates from the lightest meson field ϕ in a dark SU(3) gauge sector, emerging dynamically via non perturbative interactions. Governed by an inverse-power-law potential V(ϕ)=Λ4+2/3cϕ−2/3, BDE has no free parameters, one less than ΛCDM and three less than w0waCDM models. Combining the DESI BAO measurements, cosmic microwave background data, and Dark Energy Survey SN Ia distance measurements from the fifth year, BDE achieves a 42% and 37% reduction in the reduced χ2BAO compared to w0waCDM and ΛCDM, respectively, while having an equivalent fit for type Ia supernovae and the cosmic microwave background data. The model predicts a dark energy equation of state transitioning from radiation like w=1/3 at early times (a<ac) to w0=−0.9301±0.0004 at present time. The (w0,wa) contour is 10,000 times smaller in BDE than in w0waCDM model, while having an equivalent cosmological fit. Key parameters the condensation energy scale Λc=43.806±0.19 eV and epoch ac=2.4972±0.011×10−6 align with high-energy physics predictions. These results, consistent with current observational bounds, establish BDE as a predictive framework that unifies particle physics and cosmology, offering a first-principles resolution to dark energy dynamical nature.
Circularly polarized phonons with nonzero angular momentum (AM), also referred to as chiral phonons, have garnered increasing attention in recent studies. Many existing experimental/theoretical works identify chiral phonons based on pseudo-angular momentum (PAM) or the flipping of the polarization of the circularly polarized light (CPL) in the Raman scattering process. However, the accuracy and universality of these assumptions remain to be verified. Moreover, in condensed matter physics, symmetry strongly governs the scattering and interactions of phonons, quasi-particles, and external fields, profoundly affecting correlated physical phenomena. In this study, we first conduct an in-depth examination of the distinctions and interconnections among AM, PAM, helicity, and atomic motion--key characteristics inherent to chiral phonons--and then undertake a comprehensive study of phonon chirality, as well as their associated physical quantities, and experimental benchmarks under various magnetic point groups. By developing the symmetry-based framework for phonon chirality across magnetic point groups, we demonstrate that identifying chiral phonons solely through nonzero PAM or CPL polarization inversion is inadequate, challenging prior findings. This framework clarifies the relationship between symmetry and phonon chirality, revealing that phonon modes governed by different symmetries exhibit distinct experimental signatures, thereby advancing our understanding of these phenomena. Finally, experiments on five materials with distinct symmetries are conducted to validate our theoretical results. Supported by both theoretical rigor and experimental validation, our study represents a significant step forward in advancing research on symmetry-constrained phonons.