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19942026
most citedModelling Accretion in Protobinary Systems

914 citations · 16.2k across the 146 of their papers we have counts for

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Showing 2015Show all

8 papers · 1 filter

astro-ph.EP2015★ 19 cited

Toroidal vortices as a solution to the dust migration problem

Pablo Loren-Aguilar, Matthew R. Bate

In an earlier letter, we reported that dust settling in protoplanetary discs may lead to a dynamical dust-gas instability that produces global toroidal vortices. In this letter, we…

astro-ph.EP2015★ 33 cited

Two-fluid dust and gas mixtures in smoothed particle hydrodynamics II: an improved semi-implicit approach

Pablo Loren-Aguilar, Matthew R. Bate

We present an improved version of the Loren-Aguilar & Bate (2014) method to integrate the two-fluid dust/gas equations that correctly captures the limiting velocity of small grains…

astro-ph.GA2015★ 51 cited

The Spatial Structure of Young Stellar Clusters. III. Physical Properties and Evolutionary States

Michael A. Kuhn, Eric D. Feigelson, Konstantin V. Getman +3

We analyze the physical properties of stellar clusters that are detected in massive star-forming regions in the MYStIX project--a comparative, multiwavelength study of young stella…

astro-ph.EP2015★ 50 cited

Toroidal vortices and the conglomeration of dust into rings in protoplanetary discs

Pablo Loren-Aguilar, Matthew R. Bate

We identify a new hydrodynamical instability in protoplanetary discs that may arise due to variations in the dust-to-gas ratio and may lead to concentration of dust grains within a…

astro-ph.IM2015★ 1 cited

Stable smoothed particle magnetohydrodynamics in very steep density gradients

Benjamin T. Lewis, Matthew R. Bate, Joseph J. Monaghan +1

The equations of smoothed particle magnetohydrodynamics (SPMHD), even with the various corrections to instabilities so far proposed, have been observed to be unstable when a very s…

astro-ph.SR2015★ 37 cited

Smoothed particle magnetohydrodynamic simulations of protostellar outflows with misaligned magnetic field and rotation axes

Benjamin T. Lewis, Matthew R. Bate, Daniel J. Price

We have developed a modified form of the equations of smoothed particle magnetohydrodynamics which are stable in the presence of very steep density gradients. Using this formalism,…