Feathering Instability of Spiral Arms. I: Formulation of the Problem
Wing-Kit Lee (1), Frank H. Shu (1, 2) ((1) UCSD, (2) ASIAA)

TL;DR
This paper formulates a linearized model to study feathering substructures along spiral arms, revealing their growth mechanisms and connection to observed features in galaxies, with implications for understanding star formation.
Contribution
It introduces a novel asymptotic approximation framework for analyzing feathering instabilities in magnetized, self-gravitating galactic disks with spiral shocks.
Findings
Normal modes with positive growth rates identified
Feathering structures resemble those in MHD simulations
Provides diagnostics for interstellar medium parameters
Abstract
In this paper we study the feathering substructures along spiral arms by considering the perturbational gas response to a spiral shock. Feathers are density fluctuations that jut out from the spiral arm to the inter-arm region at pitch angles given by the quantum numbers of the doubly-periodic structure. In a localized asymptotic approximation, related to the shearing sheet except that the inhomogeneities occur in space rather than in time, we derive the linearized perturbation equations for a razor-thin disk with turbulent interstellar gas, frozen-in magnetic field, and gaseous self-gravity. Apart from the modal quantum numbers, the individual normal modes of the system depend on seven dimensionless quantities that characterize the underlying time-independent axisymmetric state plus its steady, nonlinear, two-armed spiral-shock (TASS) response to a hypothesized background density-wave…
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