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Study of galaxy morphology and merging time of two interacting galaxies under different initial rotation and orientation configurations

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arxiv 2003.12100 v1 pith:A3BEL2JI submitted 2020-03-26 astro-ph.GA

classification astro-ph.GA
keywords galaxymassmergingratiodifferentgalaxiestimeinitial
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abstract

Using the GADGET-2 N-body code, we make a study of the galaxy morphology and merging time due to two interacting galaxies (for the same types and different sizes and masses, $1:1$ and $1:10$ ratio masses) merging due to gravity interaction. This is done for different initial relative orientation and rotation of these galaxies (modes of interaction) but with the same relative bulge separation and the same relative initial velocities. It was found that the resulting galaxy morphology resemble many of the observed galaxies in our Universe, and that, in general, a binary galaxy system with 1:10 mass ratio has larger merging time than a binary galaxy system with 1:1 mass ratio. This difference is due to the different evolution of the masses during the interaction in both cases. For the case with a 1:10 mass ratio, the global mass maximum is located at the end evolution, meaning that the second galaxy increases its mass constantly. For the case with mass ratio 1:1, the global maximum is located around $t=0.35$ Gy, causing a reduction of the merging time.

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Cited by 3 Pith papers

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. Orthologic Type Systems

    cs.PL 2025-07 conditional novelty 7.0 of 10

    Subtyping with union, intersection, negation, and monotone type constructors under assumptions is decidable in O(n^2(1+m)) time, and every type has a quadratic-time computable minimal normal form.

  2. Nominal Equational Narrowing: Rewriting for Unification in Languages with Binders

    cs.LO 2025-05 conditional novelty 6.0 of 10

    The paper defines nominal rewriting and narrowing modulo equational theories E, proves an E-lifting theorem connecting them, and derives a sound and complete nominal E-unification procedure.

  3. Right Divisibility in Erasing Semi-Thue Systems: A Minimal View of Intruder Deduction

    cs.LO 2026-08 reject novelty 5.0 of 10

    Right-divisibility is decidable for convergent prefix- and suffix-erasing semi-Thue systems, but the paper's undecidability proof for simultaneous variable-lifting term rewriting is flawed.

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