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Naturally Resonant Dark Matter from Extra Dimensions (2504.00076v2)

Published 31 Mar 2025 in hep-ph, astro-ph.CO, hep-ex, and hep-th

Abstract: We explore the mass resonance structure that naturally arises from extra-dimensional models. The resonance can enhance the dark matter annihilation as well as self-interaction. We demonstrate such a resonance structure by considering the fermionic dark matter and dark photon models on an $S1/(Z_2 \times Z_2')$ orbifold. We also note that this model embeds dark matter axial vector coupling to the dark photon, which opens up the viable dark matter parameter space. We then present the unique predictions for direct-detection experiments and accelerator searches.

Summary

Naturally Resonant Dark Matter from Extra Dimensions

The paper entitled "Naturally Resonant Dark Matter from Extra Dimensions" by Taegyu Lee and Yu-Dai Tsai introduces a comprehensive investigation into dark matter (DM) models that arise from extra-dimensional theories. Specifically, it addresses the intriguing potential of resonance effects within these models, analyzing how they might enhance DM annihilation and self-interaction processes. The authors present a novel framework where DM candidates and their interactions emerge naturally through the compactification of extra dimensions, specifically on an S1/(Z2×Z2)S^1/(Z_2 \times Z_2') orbifold. This approach provides unique predictions for DM interactions that can be tested in current experimental setups.

Key Concepts and Model Overview

The paper explores a scenario where fermionic dark matter and dark photons can exist and propagate in extra-dimensional space. Within the model, the resonance arising from these extra-dimensional structures plays a critical role in determining the behavior of DM interactions. The authors propose that such resonance structures in DM physics could offer solutions to existing small-scale structure problems through enhanced DM self-interactions.

The framework utilizes the Universal Extra Dimension (UED) models to facilitate the propagation of dark sectors, with a particular focus on Kaluza-Klein (KK) modes compactified on an S1/(Z2×Z2)S^1/(Z_2 \times Z_2') orbifold. The zeroth modes are controlled and potentially screened out by specific boundary conditions to avoid problematic zero-mode particles.

Radiative Corrections and Resonance

An essential aspect of the paper is the calculation of radiative mass corrections to KK modes, which significantly impact the resonance levels within the proposed DM model. The authors detail the bulk and boundary corrections and discuss how these affect the annihilation cross-section and the thermal history of DM. By considering both scenarios—KK modes on an S1/Z2S^1/Z_2 and the more complex S1/(Z2×Z2)S^1/(Z_2 \times Z_2') orbifold—the paper assesses the potential for naturally occurring mass-resonance structures in extra-dimensional theories.

Predictive Power and Experimental Implications

The paper projects these theoretical constructs onto current and future experimental searches. The presence of kinetic mixing between dark photons and standard model (SM) photons opens avenues for direct detection through such couplings. Notably, the paper discusses direct detection experiments and accelerator-based searches that could probe these resonance patterns in parameter spaces not heavily constrained by current bounds.

The dark matter candidates, suggested to have axial vector coupling with dark photons, also provide a specific signature that can be exploited in seeking experimental verification. By setting constraints on the kinetic mixing parameter and the dark photon mass, this model outlines a testable hypothesis for invisible dark photon scenarios.

Future Directions

The implications of this research are pivotal for advancing theories that go beyond the standard model of particle physics. As experimental sensitivity for DM detection continues to rise, models such as this one pave the way for more targeted searches. Future studies could further enhance such models by incorporating variations in boundary conditions or exploring other orbifold structures, potentially yielding even richer phenomenological outcomes.

In summary, the paper delivers a rigorously constructed model that exploits the intricacies of extra-dimensional theories to offer novel insights into the DM conundrum. By harnessing the naturally occurring resonance within these frameworks, it opens new directions for the exploration of DM physics, aligning closely with the objectives of ongoing and future experimental inquiries.

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