Figure 6 - uploaded by Michela Mapelli
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Density of angular momentum vectors of gas in run B1, in the plane defined by cos θ and φ (see equation A2). Top panel: t = 0 . 5 Myr. Bottom panel: t = 1 . 5 Myr. Only gas particles on bound orbits around the SMBH with semi-major axis 0 . 1 ≤ a/ pc ≤ 10 are shown. The reference system is defined by the total angular momentum of the stellar disc at time t , as described in Appendix A. Note that the zero point of φ and θ is not exactly the same between the two panels. The colour map is logarithmic. 

Density of angular momentum vectors of gas in run B1, in the plane defined by cos θ and φ (see equation A2). Top panel: t = 0 . 5 Myr. Bottom panel: t = 1 . 5 Myr. Only gas particles on bound orbits around the SMBH with semi-major axis 0 . 1 ≤ a/ pc ≤ 10 are shown. The reference system is defined by the total angular momentum of the stellar disc at time t , as described in Appendix A. Note that the zero point of φ and θ is not exactly the same between the two panels. The colour map is logarithmic. 

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The Galactic centre (GC) is a crowded environment: observations have revealed the presence of (molecular, atomic and ionized) gas, of a cusp of late-type stars, and of ~100 early-type stars, about half of which lying in one or possibly two discs. In this paper, we study the perturbations exerted on a thin stellar disc (with outer radius ~0.4 pc) by...

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... 7. The same as Fig. 6, but for run B2.  ...

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