ArXiv TLDR

A quantum theory of the alignment and polarization of very small dust grains

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2604.26001

Boy Lankhaar

astro-ph.GA

TLDR

This paper develops a quantum model to predict polarized spinning dust emission from very small grains, showing anisotropic illumination can cause measurable polarization.

Key contributions

  • Developed a quantum-mechanical symmetric-top model for axisymmetric very small dust grains.
  • Quantified polarized spinning-dust emission and UV/optical/IR absorption using density-matrix moments.
  • Showed anisotropic illumination can generate percent-level polarized spinning-dust emission in optimal geometries.
  • Predicted appreciable polarized UV/optical/IR absorption but negligible IR vibrational emission.

Why it matters

This work provides a quantum framework to understand and predict anomalous microwave emission (AME) polarization from very small dust grains. It helps constrain CMB foregrounds and tests alignment theories using joint AME and UV/optical/IR polarimetry.

Original Abstract

Context. Anomalous microwave emission (AME) is a component of interstellar medium emission peaking at 10-60 GHz. Its polarization is both a CMB foreground and a probe of the alignment physics of very small dust grains. Aims. We quantify when the purely rotational electric-dipole emission from very small interstellar grains (spinning dust/AME) can become measurably polarized, and we quantify related UV/optical/IR polarization diagnostics. Methods. We develop a quantum-mechanical symmetric-top model for an axisymmetric very small grain and express polarized emission and absorption coefficients in terms of irreducible density-matrix moments. Alignment is driven by anisotropic illumination; we solve a simplified two-manifold pumping model and compute (polarized) emission and absorption signatures for different dipole configurations and grain-size distributions. Results. Anisotropic illumination can generate polarized spinning-dust emission; in optimal geometries, polarization fractions near the emission peak reach the percent level, while more modest anisotropies reduce the polarization fraction. The same physics predicts polarized UV/optical/IR absorption that can be appreciable in strongly illuminated environments, whereas IR vibrational emission is predicted to be negligibly polarized. Conclusions. Spinning-dust polarization depends on radiation anisotropy, dipole geometry, and the competition between alignment pumping and depolarization by rotational emission. Joint constraints from AME polarization and UV/optical/IR absorption polarimetry provide a direct test of alignment by anisotropic radiation fields and help bound polarized microwave foregrounds.

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