ABSTRACT

We present the first results of a project aimed at searching for gas accretion events and interactions between late-type galaxies in the void environment. The project is based on long-slit spectroscopic and scanning Fabry–Perot interferometer observations performed with the SCORPIO and SCORPIO-2 multimode instruments at the Russian 6-m telescope, as well as archival multiwavelength photometric data. In the first paper of the series we describe the project and present a sample of 18 void galaxies with oxygen abundances that fall below the reference ‘metallicity-luminosity’ relation, or with possible signs of recent external accretion in their optical morphology. To demonstrate our approach, we considered the brightest sample galaxy NGC 428, a late-type barred spiral with several morphological peculiarities. We analysed the radial metallicity distribution, the ionized gas line-of-sight velocity, and velocity dispersion maps together with Wide-field Infrared Survey Explorer and SDSS images. Despite its very perturbed morphology, the velocity field of ionized gas in NGC 428 is well described by pure circular rotation in a thin flat disc with streaming motions in the central bar. We also found some local non-circular gas motions clearly related to stellar feedback processes. At the same time, we revealed a circumnuclear inclined disc in NGC 428 and a region with significant residual velocities that could be considered as a result of a recent (<0.5 Gyr) accretion event. The observed oxygen abundance gradient does not contradict this conclusion.

1 INTRODUCTION

With the current star formation rate (SFR), the gas reservoirs in present-day galaxies should be exhausted in 1–2 Gyrs (Bigiel et al. 2008; Leroy et al. 2008; Bigiel et al. 2011; Leroy et al. 2013). Since this value is significantly shorter than the Hubble time, a gas supply is needed to sustain star formation (Lilly et al. 2013). In different papers, several mechanisms of galaxy growth and gas replenishment are discussed, including mergers (e.g. Di Matteo et al. 2008; L’Huillier, Combes & Semelin 2012), galactic fountains (e.g. Fraternali & Binney 2006, 2008; Marinacci et al. 2010), and cold gas accretion from filaments (Kereš et al. 2005; Semelin & Combes 2005; Dekel & Birnboim 2006; Dekel et al. 2009). A number of simulations have shown that smooth accretion from filaments dominates over mergers (van de Voort et al. 2011; Wang et al. 2011; L’Huillier et al. 2012)

The aim of our work is to study the interactions and possible evidence of gas accretion (via mergers or cold gas accretion from filaments) in voids. Due to a low rate of interactions and mergers in voids compared to dense environments, voids are well-suited for this purpose – it is easier to distinguish between various scenarios of interaction/accretion and between different sources of accreting gas.

Several recent works are dedicated to the study of samples of galaxies residing in the Lynx–Cancer (Pustilnik & Tepliakova 2011, Pustilnik, Tepliakova & Kniazev 2011, Pustilnik & Martin 2016, Pustilnik, Perepelitsyna & Kniazev 2016) and Eridanus (Kniazev, Egorova & Pustilnik 2018) voids. It was found that these void galaxies have, on average, substantially lower metallicities than those in the control sample of similar-type Local Volume galaxies (Berg et al. 2012). This was treated as evidence of a slower evolution of galaxies in voids. A small subgroup of objects demonstrates very low gas metallicity, a high gas mass fraction (∼94–99 per cent), and atypical periphery colours corresponding to the time elapsed since the onset of star formation ∼1–3.5 Gyr (Perepelitsyna, Pustilnik & Kniazev 2014). Such properties are consistent with the unevolved state of these galaxies, which are among the least-massive in voids.

Low-mass galaxies are not the only ones to exhibit metallicities lower than expected for their luminosity in comparison with the ‘reference’ relation (Pustilnik, Perepelitsyna & Kniazev 2016). In the case of intermediate-luminosity void objects, the reduced metallicity could be due to tidal interactions (e.g. Ekta & Chengalur 2010), mergers (Bekki 2008; Montuori et al. 2010), or accretion of metal-poor gas from the filaments (Sánchez Almeida et al. 2014). Such events may also lead to an increase in the SFR.

Although a detailed study of interactions and various gas accretion scenarios (e.g. accretion from companion galaxies or via mergers) in low-density environments is in itself of great interest, the most intriguing part is a search for cold gas accretion from filaments. Cold accretion from filaments is assumed to occur at high redshifts, however, in the case of low-mass galaxies, it may also take place at the present time (Birnboim & Dekel 2003). Simulations by Aragon-Calvo & Szalay (2013) have also shown that haloes in voids could accrete gas from the cosmic web in a steady and coherent way for long periods of time.

A good observational example is the well-known Hoag’s object. A study of its morphology, kinematics, and stellar population properties revealed evidence that the massive star-forming ring is a result of prolonged cold gas accretion from a filament onto an isolated galaxy in a relatively low-density environment (Finkelman et al. 2011). Moreover, a possible remnant of this filament appeared in H i observations (Brosch et al. 2013).

Our study is aimed at searching for signs of gas accretion and interactions between void galaxies. The main idea is to combine the data on ionized-gas kinematics, optical and near-infrared (NIR) morphology, and chemical abundances. We are looking for morphological peculiarities (e.g. tidal features, star formation on the periphery of a disc, asymmetric and disturbed appearance), and for misalignments between gas kinematics and optical morphology. In the latter case, 3D spectral data, i.e. mapping gas kinematics parameters (line-of-sight velocities and velocity dispersion) are essential. For this purpose, we use a scanning Fabry–Perot interferometer (FPI), because this device provides the best combination of a large field-of-view, high spectral resolution, and emission-line detection limit as compared with other integral-field spectrographs. Using these data together with the information on the chemical abundance distribution, we can make assumptions about the source of the disturbances, or about the source of external gas in the case of accretion events.

This paper is the first in a series dedicated to searching for gas accretion and interactions in voids. Here, we present our current sample and an investigation of the brightest galaxy in that sample – NGC 428. The case of this galaxy presents a good illustration of our data-analysing techniques, because despite its peculiar optical morphology, the properties of ionized gas on large radial scales follow the relations typical of ordinary late-type disc galaxies. However, a detailed analysis revealed some small-scale peculiarities in the gas kinematics and excitation, which could be related to a recent accretion event. The study of the remaining targets in the sample, including several objects with very strong misalignments between their morphology and kinematics, will be presented in the upcoming papers.

The paper is organized as follows. In Section 2, we briefly describe the selection criteria and the sample of void galaxies. In Section 3, we present an overview of the NGC 428 system. In Section 4, we describe our observations and data reduction. In Section 5, we show the results of observations and describe the performed analysis. In Section 6, we discuss the obtained results, and Section 7 summarizes our conclusions.

2 SAMPLE OVERVIEW

The sample consists of intermediate luminosity galaxies from the Lynx–Cancer (Pustilnik & Tepliakova 2011; Pustilnik, Tepliakova & Kniazev 2011; Pustilnik & Martin 2016; Pustilnik et al. 2016) and Eridanus (Kniazev et al. 2018) voids. We selected galaxies which have lower metallicities than expected for their luminosity (compared to a sample of galaxies in a denser environment from Berg et al. 2012) and/or with signs of disturbances – bright star-forming regions on the periphery, tidal/lopsided features and other asymmetric features. The sample includes both isolated galaxies and systems at different stages of interaction.

The ‘metallicity–luminosity’ relation for both Lynx–Cancer and Eridanus void galaxies is presented in Fig. 1. The galaxies from our sample are marked with the red symbols. The 12 + log(O/H) values are taken from the papers by Pustilnik et al. (2011, 2016) and Kniazev et al. (2018). Table 1 presents the main parameters of the sample galaxies:

  • Column 1: Common name.

  • Column 2: Epoch J2000 R.A.

  • Column 3: Epoch J2000 Dec.

  • Column 4: Heliocentric velocity.

  • Column 5: Distance D, in Mpc, adopted as VLG/H (assuming the Hubble constant H = 73 km s−1 Mpc−1). Here, VLG is the recession velocity in the Local Group coordinate system. The sources are given by letters in superscript for the respective values.

  • Column 6: The apparent total B-band magnitude Btot (from NED or from the literature).

  • Column 7: Absolute B-band magnitude MB calculated using Btot corrected for the Galactic foreground extinction AB (from NED, following Schlafly & Finkbeiner 2011).

  • Column 8: the value of 12 + log(O/H) adopted from Pustilnik et al. (2016) and Kniazev et al. (2018).

  • Column 9: Comments on the environment.

Relation between log (O/H) and the absolute blue magnitude MB for the Lynx–Cancer (circles) and Eridanus (triangles) void galaxies. The red symbols denote our sample galaxies. The red diamond denotes the NGC 428 galaxy. The red arrow points to the value obtained in our study (see Table 4). The solid line shows the linear regression for the control sample from the Local Volume by Berg et al. (2012). Two dashed lines on both sides of the reference line show the rms deviation of their sample from the linear regression (0.15 dex). The horizontal dotted black line marks the value 12 + log (O/H) = 7.69 which corresponds to Z⊙/10 for Z⊙ from Allende Prieto, Lambert & Asplund (2001) and Asplund et al. (2009).
Figure 1.

Relation between log (O/H) and the absolute blue magnitude MB for the Lynx–Cancer (circles) and Eridanus (triangles) void galaxies. The red symbols denote our sample galaxies. The red diamond denotes the NGC 428 galaxy. The red arrow points to the value obtained in our study (see Table 4). The solid line shows the linear regression for the control sample from the Local Volume by Berg et al. (2012). Two dashed lines on both sides of the reference line show the rms deviation of their sample from the linear regression (0.15 dex). The horizontal dotted black line marks the value 12 + log (O/H) = 7.69 which corresponds to Z/10 for Z from Allende Prieto, Lambert & Asplund (2001) and Asplund et al. (2009).

Table 1.

Sample galaxies.

#NameCoordinates (J2000)VhelD,Btot,MB,12 + log(O/H),Comments
of objects(km s−1)Mpcmagmagdex
(1)(2)(3)(4)(5)(6)(7)(8)(9)
1Ark 1800 51 59.62−00 29 12.2162124.1a14.76−17.28.08 ± 0.10Isolatedb
2MCG −01-03-02700 52 17.23−03 57 59.8141221.1a15.69−16.17.72 ± 0.07Isolatedb
3Mrk 96500 57 28.75−04 09 34.0271338.8a15.81−17.37.59 ± 0.06
4MCG −01-03-07201 02 22.91−04 30 30.9176425.8a15.69−16.57.84 ± 0.09
5NGC 42801 12 55.71 + 00 58 53.6115217.6a12.16−19.18.12 ± 0.06In group
6UGC 347606 30 29.22 + 33 18 07.24699.8c14.96−16.07.71 ± 0.03Isolatedd
7UGC 386007 28 17.20 + 40 46 13.03547.8c15.21−14.57.83 ± 0.03Isolatedd
8UGC 396607 41 26.00 + 40 06 44.03618.6c15.32−14.67.62 ± 0.09Isolatedd
9UGC 411507 57 01.80 + 14 23 27.03417.7c14.81−14.87.61 ± 0.06Isolatedb
10UGC 411707 57 25.98 + 35 56 21.077314.1c14.81−15.67.73 ± 0.03Isolatedb
11NGC 255208 19 20.14 + 50 00 25.252411.1c13.01−17.48.16 ± 0.04
12KUG 0934 + 27709 37 47.65 + 27 33 57.7158825.1c16.50−15.67.55 ± 0.08Isolatede
13IC 55909 44 43.82 + 09 36 57.55419.4c14.98−14.97.89 ± 0.10Isolatedd
14Mrk 40709 47 47.60 + 39 05 03.0158925.2c15.27−16.87.68 ± 0.05
15UGC 527209 50 22.40 + 31 29 16.052010.3c14.45−15.77.84 ± 0.03In pair
16UGC 528809 51 16.77 + 07 49 47.95569.5c14.42−15.67.66 ± 0.05Isolatedd
17IC 252009 56 20.12 + 27 13 39.3124319.9f14.27−17.3
18UGC 546410 08 07.70 + 29 32 34.4100316.9c15.77−15.57.61 ± 0.06
#NameCoordinates (J2000)VhelD,Btot,MB,12 + log(O/H),Comments
of objects(km s−1)Mpcmagmagdex
(1)(2)(3)(4)(5)(6)(7)(8)(9)
1Ark 1800 51 59.62−00 29 12.2162124.1a14.76−17.28.08 ± 0.10Isolatedb
2MCG −01-03-02700 52 17.23−03 57 59.8141221.1a15.69−16.17.72 ± 0.07Isolatedb
3Mrk 96500 57 28.75−04 09 34.0271338.8a15.81−17.37.59 ± 0.06
4MCG −01-03-07201 02 22.91−04 30 30.9176425.8a15.69−16.57.84 ± 0.09
5NGC 42801 12 55.71 + 00 58 53.6115217.6a12.16−19.18.12 ± 0.06In group
6UGC 347606 30 29.22 + 33 18 07.24699.8c14.96−16.07.71 ± 0.03Isolatedd
7UGC 386007 28 17.20 + 40 46 13.03547.8c15.21−14.57.83 ± 0.03Isolatedd
8UGC 396607 41 26.00 + 40 06 44.03618.6c15.32−14.67.62 ± 0.09Isolatedd
9UGC 411507 57 01.80 + 14 23 27.03417.7c14.81−14.87.61 ± 0.06Isolatedb
10UGC 411707 57 25.98 + 35 56 21.077314.1c14.81−15.67.73 ± 0.03Isolatedb
11NGC 255208 19 20.14 + 50 00 25.252411.1c13.01−17.48.16 ± 0.04
12KUG 0934 + 27709 37 47.65 + 27 33 57.7158825.1c16.50−15.67.55 ± 0.08Isolatede
13IC 55909 44 43.82 + 09 36 57.55419.4c14.98−14.97.89 ± 0.10Isolatedd
14Mrk 40709 47 47.60 + 39 05 03.0158925.2c15.27−16.87.68 ± 0.05
15UGC 527209 50 22.40 + 31 29 16.052010.3c14.45−15.77.84 ± 0.03In pair
16UGC 528809 51 16.77 + 07 49 47.95569.5c14.42−15.67.66 ± 0.05Isolatedd
17IC 252009 56 20.12 + 27 13 39.3124319.9f14.27−17.3
18UGC 546410 08 07.70 + 29 32 34.4100316.9c15.77−15.57.61 ± 0.06

aFrom NASA/IPAC Extragalactic Database (NED).

bIncluded in the ‘Local Orphan Galaxies’ sample by Karachentsev et al. (2011).

cFrom Pustilnik et al. (2016).

dAccording to Karachentsev et al. (2013).

eAccording to Karachentseva et al. (2010).

fFrom Pustilnik & Martin (2016).

Table 1.

Sample galaxies.

#NameCoordinates (J2000)VhelD,Btot,MB,12 + log(O/H),Comments
of objects(km s−1)Mpcmagmagdex
(1)(2)(3)(4)(5)(6)(7)(8)(9)
1Ark 1800 51 59.62−00 29 12.2162124.1a14.76−17.28.08 ± 0.10Isolatedb
2MCG −01-03-02700 52 17.23−03 57 59.8141221.1a15.69−16.17.72 ± 0.07Isolatedb
3Mrk 96500 57 28.75−04 09 34.0271338.8a15.81−17.37.59 ± 0.06
4MCG −01-03-07201 02 22.91−04 30 30.9176425.8a15.69−16.57.84 ± 0.09
5NGC 42801 12 55.71 + 00 58 53.6115217.6a12.16−19.18.12 ± 0.06In group
6UGC 347606 30 29.22 + 33 18 07.24699.8c14.96−16.07.71 ± 0.03Isolatedd
7UGC 386007 28 17.20 + 40 46 13.03547.8c15.21−14.57.83 ± 0.03Isolatedd
8UGC 396607 41 26.00 + 40 06 44.03618.6c15.32−14.67.62 ± 0.09Isolatedd
9UGC 411507 57 01.80 + 14 23 27.03417.7c14.81−14.87.61 ± 0.06Isolatedb
10UGC 411707 57 25.98 + 35 56 21.077314.1c14.81−15.67.73 ± 0.03Isolatedb
11NGC 255208 19 20.14 + 50 00 25.252411.1c13.01−17.48.16 ± 0.04
12KUG 0934 + 27709 37 47.65 + 27 33 57.7158825.1c16.50−15.67.55 ± 0.08Isolatede
13IC 55909 44 43.82 + 09 36 57.55419.4c14.98−14.97.89 ± 0.10Isolatedd
14Mrk 40709 47 47.60 + 39 05 03.0158925.2c15.27−16.87.68 ± 0.05
15UGC 527209 50 22.40 + 31 29 16.052010.3c14.45−15.77.84 ± 0.03In pair
16UGC 528809 51 16.77 + 07 49 47.95569.5c14.42−15.67.66 ± 0.05Isolatedd
17IC 252009 56 20.12 + 27 13 39.3124319.9f14.27−17.3
18UGC 546410 08 07.70 + 29 32 34.4100316.9c15.77−15.57.61 ± 0.06
#NameCoordinates (J2000)VhelD,Btot,MB,12 + log(O/H),Comments
of objects(km s−1)Mpcmagmagdex
(1)(2)(3)(4)(5)(6)(7)(8)(9)
1Ark 1800 51 59.62−00 29 12.2162124.1a14.76−17.28.08 ± 0.10Isolatedb
2MCG −01-03-02700 52 17.23−03 57 59.8141221.1a15.69−16.17.72 ± 0.07Isolatedb
3Mrk 96500 57 28.75−04 09 34.0271338.8a15.81−17.37.59 ± 0.06
4MCG −01-03-07201 02 22.91−04 30 30.9176425.8a15.69−16.57.84 ± 0.09
5NGC 42801 12 55.71 + 00 58 53.6115217.6a12.16−19.18.12 ± 0.06In group
6UGC 347606 30 29.22 + 33 18 07.24699.8c14.96−16.07.71 ± 0.03Isolatedd
7UGC 386007 28 17.20 + 40 46 13.03547.8c15.21−14.57.83 ± 0.03Isolatedd
8UGC 396607 41 26.00 + 40 06 44.03618.6c15.32−14.67.62 ± 0.09Isolatedd
9UGC 411507 57 01.80 + 14 23 27.03417.7c14.81−14.87.61 ± 0.06Isolatedb
10UGC 411707 57 25.98 + 35 56 21.077314.1c14.81−15.67.73 ± 0.03Isolatedb
11NGC 255208 19 20.14 + 50 00 25.252411.1c13.01−17.48.16 ± 0.04
12KUG 0934 + 27709 37 47.65 + 27 33 57.7158825.1c16.50−15.67.55 ± 0.08Isolatede
13IC 55909 44 43.82 + 09 36 57.55419.4c14.98−14.97.89 ± 0.10Isolatedd
14Mrk 40709 47 47.60 + 39 05 03.0158925.2c15.27−16.87.68 ± 0.05
15UGC 527209 50 22.40 + 31 29 16.052010.3c14.45−15.77.84 ± 0.03In pair
16UGC 528809 51 16.77 + 07 49 47.95569.5c14.42−15.67.66 ± 0.05Isolatedd
17IC 252009 56 20.12 + 27 13 39.3124319.9f14.27−17.3
18UGC 546410 08 07.70 + 29 32 34.4100316.9c15.77−15.57.61 ± 0.06

aFrom NASA/IPAC Extragalactic Database (NED).

bIncluded in the ‘Local Orphan Galaxies’ sample by Karachentsev et al. (2011).

cFrom Pustilnik et al. (2016).

dAccording to Karachentsev et al. (2013).

eAccording to Karachentseva et al. (2010).

fFrom Pustilnik & Martin (2016).

For Ark 18, MCG −01-03-027, Mrk 965, MCG −01-03-072, and NGC 428, all values are taken from tables 1 and 3 in Kniazev et al. (2018); for the remaining galaxies – from tables 2 and 3 in Pustilnik et al. (2016).

In total, we selected 18 galaxies with absolute magnitudes MB ranging from −19.1m to −14.5m. Ten objects were included in the samples of nearby isolated galaxies by Karachentseva, Karachentsev & Sharina (2010), Karachentsev et al. (2011), and Karachentsev, Makarov & Kaisina (2013), while others are mainly part of systems with different stages of interaction. Almost all our sample galaxies exhibit a peculiar morphology, although more than half of them are considered to be isolated with no known companions. Further in this paper, we will focus on the brightest galaxy in our sample – NGC 428 – which demonstrates both peculiar morphology and low metallicity according to the data in the literature.

3 NGC 428: MAIN PROPERTIES AND ENVIRONMENT

NGC 428 is a late-type spiral galaxy (SABm) and a dominant member of a loose group. Its main properties are presented in Table 1. The galaxy looks quite perturbed, with strongly asymmetric spiral arms and many bright star-forming regions distributed irregularly throughout the disc (Hutchings 1996; Eskridge et al. 2002). The most intriguing feature is a huge (∼7 kpc in diameter) blue ring of star-forming knots in the northwestern outskirts of the disc that is clearly visible in the optical Sloan Digital Sky Survey (SDSS) and SDSS Stripe82 images (Fig. 2).

SDSS Stripe82 g (blue), r (green), and i (red) band image of NGC 428 and its vicinity. Positions and labels of the slits used during spectroscopic observations are shown by yellow lines.
Figure 2.

SDSS Stripe82 g (blue), r (green), and i (red) band image of NGC 428 and its vicinity. Positions and labels of the slits used during spectroscopic observations are shown by yellow lines.

Other galaxies in the NGC 428 group are: UGC 772, MCG +00-04-049, LEDA 135629 (= J0112+0102). J0112 + 0102 is a low surface brightness galaxy ∼3 arcmin north of NCG 428 (see Fig. 2) with no 12 + log (O/H) measurements. UGC 772 and MCG +00-04-049 are metal-poor dwarf galaxies with 12 + log (O/H) = 7.15–7.32 (for several knots, Izotov, Thuan & Guseva 2012) and 7.56 ± 0.07 (Kniazev et al. 2018), respectively. For UGC 772, Moiseev, Pustilnik & Kniazev (2010) studied the H α-line ionized-gas kinematics; Ekta, Chengalur & Pustilnik (2008) also presented the results of H i observations with GMRT. In both papers, the authors concluded that this galaxy had experienced a recent merger event.

i observations presented in Smoker, Davies & Axon (1996) reveal an H i tail to the south of NGC 428. The authors discussed that this might be a result of tidal interaction between the group members. Another suggested possibility is that NGC 428 is a result of a merger; in this case, J0112 + 0102 may have been formed from the merger remnants.

NGC 428 is located in a rather peculiar low-density environment together with the other group members, revealing unusual properties. It is a good candidate for the study of accretion and interactions in voids and clearly deserves a more thorough investigation.

The adopted distance to the galaxy is 17.6 Mpc according to Kniazev et al. (2018), calculated as VLG/H (assuming Hubble constant H = 73 km s−1 Mpc−1), where VLG is the recession velocity in the Local Group coordinate system. At the adopted distance the scale is 85 pc arcsec−1.

4 OBSERVATIONS AND DATA REDUCTION

4.1 Long-slit spectroscopic observations

Spectral data were obtained with the SCORPIO multimode spectrograph (Afanasiev & Moiseev 2005) at the 6-m Russian telescope (BTA) of SAO RAS. We used a VPHG550G grism covering the range of 3500–7500 Å  with a 1.0 arcsec slit width, which provides a typical spectral resolution of 13 Å  as estimated from the FWHM of air-glow emission lines. We obtained three spectra for different slit positions shown in Fig. 2. The observation log is presented in Table 2, where Texp is the exposure time, FOV is the field of view, ″/px is the pixel size in the final images, and δλ is the final spectral resolution. The quantities in the Seeing column in the table correspond to the final angular resolution in the summed exposures.

Table 2.

Observation log.

Data setDate of obs.Texp (s)FOV″/pxSeeing (″)sp. rangeδλ (Å)
(1)(2)(3)(4)(5)(6)(7)(8)
LS PA = 2772015.09.2018001″ × 6.1′0.362.03500–750013
LS PA = 3072015.09.2036001″ × 6.1′0.362.03500–750013
LS PA = 132015.09.2030001″ × 6.1′0.362.03500–750013
FPI2015.11.0440 × 906.1′ × 6.1′0.711.88.8 Å around H α0.48 (⁠|$22 \, \mbox{km}\, \mbox{s}^{-1}$|⁠)
Data setDate of obs.Texp (s)FOV″/pxSeeing (″)sp. rangeδλ (Å)
(1)(2)(3)(4)(5)(6)(7)(8)
LS PA = 2772015.09.2018001″ × 6.1′0.362.03500–750013
LS PA = 3072015.09.2036001″ × 6.1′0.362.03500–750013
LS PA = 132015.09.2030001″ × 6.1′0.362.03500–750013
FPI2015.11.0440 × 906.1′ × 6.1′0.711.88.8 Å around H α0.48 (⁠|$22 \, \mbox{km}\, \mbox{s}^{-1}$|⁠)
Table 2.

Observation log.

Data setDate of obs.Texp (s)FOV″/pxSeeing (″)sp. rangeδλ (Å)
(1)(2)(3)(4)(5)(6)(7)(8)
LS PA = 2772015.09.2018001″ × 6.1′0.362.03500–750013
LS PA = 3072015.09.2036001″ × 6.1′0.362.03500–750013
LS PA = 132015.09.2030001″ × 6.1′0.362.03500–750013
FPI2015.11.0440 × 906.1′ × 6.1′0.711.88.8 Å around H α0.48 (⁠|$22 \, \mbox{km}\, \mbox{s}^{-1}$|⁠)
Data setDate of obs.Texp (s)FOV″/pxSeeing (″)sp. rangeδλ (Å)
(1)(2)(3)(4)(5)(6)(7)(8)
LS PA = 2772015.09.2018001″ × 6.1′0.362.03500–750013
LS PA = 3072015.09.2036001″ × 6.1′0.362.03500–750013
LS PA = 132015.09.2030001″ × 6.1′0.362.03500–750013
FPI2015.11.0440 × 906.1′ × 6.1′0.711.88.8 Å around H α0.48 (⁠|$22 \, \mbox{km}\, \mbox{s}^{-1}$|⁠)

The data were reduced in a standard way using the idl-based pipeline developed for the SCORPIO data. The main steps of the data reduction process include bias subtraction, line curvature and flat-field corrections, wavelength calibration, and air-glow line subtraction. The spectra were calibrated to the wavelength scale using the He–Ne–Ar lamp reference spectrum obtained during the observations. One of the spectrophotometric standards (either AGK+81d266 or BD + 25d4655) was observed at a close zenith distance immediately before or after the object, and was used for the absolute intensity scale calibration.

To measure the emission-line fluxes, we used our own software working in idl environment and based on the mpfit (Markwardt 2009) routine. In order to increase the signal-to-noise ratio, all spectra were binned along the slit using 3 px (∼1 arcsec) bins. Afterwards, we performed Gaussian fitting to measure the integrated line fluxes in each studied region. To subtract the spectrum of an underlying stellar population, we performed modelling using the uly ss1 package (Koleva et al. 2009). To estimate the final uncertainties of the measured line fluxes, we quadratically added the errors propagated through all data-reduction steps to the uncertainties returned by mpfit.

All the measured fluxes used in this paper are reddening corrected. The colour excess E(BV) was derived from the observed Balmer decrement, and the Cardelli, Clayton & Mathis (1989) curve parametrized by Fitzpatrick (1999) was used to perform the reddening correction. In this paper, we use the following abbreviations for the emission-line flux ratios: [S ii]/H α is F([S ii] 6717,6731Å)/F(H α); [N ii]/H α is F([N ii] 6584Å)/F(H α); [O iii]/H β is F([O iii] 5007Å)/F(H β).

4.2 FPI observations

Observations were carried out in the prime focus of the 6-m Russian telescope (BTA) with a scanning FPI mounted inside the SCORPIO-2 multimode focal reducer (Afanasiev & Moiseev 2011). During the scanning process, we have consecutively obtained 40 interferograms at different gaps between the FPI plates. The galaxy was exposed at two position angles in order to remove the parasitic ghosts following Moiseev & Egorov (2008). The details of the observations are presented in Table 2.

The data were reduced using a software package running in the idl environment. For a detailed description of the data reduction algorithms, see Moiseev (2002, 2015). After initial reduction, the observed data were combined into data cubes, where each pixel in the field of view contains a 40-channel spectrum around the redshifted H α emission line.

H α-line profiles were analysed using one-component Voigt fitting (Moiseev & Egorov 2008) which yields the flux, line-of-sight velocity, and velocity dispersion corrected for instrumental broadening for each component. Several areas exhibiting asymmetric H α-line profiles were analysed separately by multicomponent Voigt fitting.

The resulting maps with a final angular resolution of 2|${^{\prime\prime}_{.}}$|1 are shown in Fig. 3. Thanks to the large aperture and fast focal ratio of BTA/SCORPIO-2, we were able to obtain significantly deeper data compared to the previous FPI observations by Garrido et al. (2005) and Erroz-Ferrer et al. (2015). Namely, we have mapped the velocity and distribution of diffuse gas between the bright H ii regions.

Top row: The coloured SDSS Stripe82 gri-image (left-hand panel); the map of H α fluxes (middle panel); the map of the ionized-gas velocity dispersions (right-hand panel). Bottom row: The observed ionized-gas velocity field (left-hand panel); the velocity field obtained with a tilted-ring model (middle panel); the map of residuals after subtracting the model velocity field from the observed one (right-hand panel). The circles in the bottom right-hand panel mark the regions with significant residual velocities that are shown in Fig. 5 and discussed in Section 5.2.
Figure 3.

Top row: The coloured SDSS Stripe82 gri-image (left-hand panel); the map of H α fluxes (middle panel); the map of the ionized-gas velocity dispersions (right-hand panel). Bottom row: The observed ionized-gas velocity field (left-hand panel); the velocity field obtained with a tilted-ring model (middle panel); the map of residuals after subtracting the model velocity field from the observed one (right-hand panel). The circles in the bottom right-hand panel mark the regions with significant residual velocities that are shown in Fig. 5 and discussed in Section 5.2.

4.3 Other observed data used

To perform the surface photometry of NGC 428 we used 3.4 μm (W1 band) archival images from the Wide-field Infrared Survey Explorer (WISE; Wright et al. 2010). The AllWISE data release combines the data from the cryogenic and post-cryogenic (Mainzer et al. 2011) survey phases.2

Additionally, we also used the 2MASS (Skrutskie et al. 2006) J-band and SDSS Stripe82 (Fliri & Trujillo 2016) gri-band images for aperture photometry. In the SDSS Stripe82 images, a ghost from a bright star was projected onto the galaxy. We downloaded individual SDSS Stripe82 exposures and masked the ghost in all the frames where it appeared. After that, all the individual images were combined into a mosaic.

5 RESULTS

5.1 Photometric structure and global ionized-gas kinematics

The peculiar optical morphology of the galaxy was already mentioned in the previous studies (e.g. Eskridge et al. 2002). Based on the coloured SDSS images shown in Figs 2 and 3, we can propose two contradictory interpretations of the NGC 428 structure:

  • A classical dwarf disc galaxy with a large red elliptical bar related to two tightly bound strongly asymmetric spiral arms. This is the generally accepted view of the galaxy, presented in, e.g. Smoker et al. (1996) and Garrido et al. (2005).

  • A multispin system with two misaligned components: a central early-type red spheroid surrounded by a stellar-gaseous ring accreted from matter with different angular momentum orientations. Both components are moderately inclined to the line-of-sight similar to some polar-ring galaxy candidates like SPRC-125 or SPRC-241 (Sloan-based Polar Ring Catalogue, Moiseev et al. 2011). Spiral and quasi-spiral structures are also known among confirmed polar ring galaxies (Iodice et al. 2002; Brosch et al. 2010).

Analysing the 2D velocity field allows us to distinguish between the above possibilities based on the position angles of the kinematic major axis PAkin, determined as a major axis of the orbits projected onto the sky plane. In the case of circular motions in a polar or warped disc, PAkin is in good agreement with the position angle of the elliptical isophotes PAphot. However, in the case of a bar, gas streaming motions lead to PAkin being turned from the disc’s line of nodes PA0 in the direction opposite to the major axis of the inner isophotes (PAphot). The deviation of PAkin from PA0 depends on the bar strength and the angle between the disc’s line of nodes and the bar axis (see, e.g. simulations in Moiseev & Mustsevoi 2000). The description of the PAkin and PAphot comparison technique and references to the previous papers are presented in Moiseev & Mustsevoi (2000).

The observed H α velocity field was analysed by means of the classical tilted-ring method (Begeman 1989) adapted for the study of ionized-gas velocities in dwarf galaxies from Moiseev (2014). The rotation centre, determined as the velocity-field symmetry centre, matches very well (better that 1 px) the centre of continuum isophotes. We then fixed the location of the centre and split the velocity field into narrow elliptical rings in agreement with the preliminary inclination i0 and PA0 adopted from the photometric data. In each ring, circular-rotation model parameters were determined via χ2-fitting: PAkin, the inclination of circular orbits i, rotation velocity Vrot, and systemic velocity Vsys. We have checked and ruled out the hypothesis that Vsys and ikin change significantly along the radius. The rotation curve Vrot(r) and the PAkin(r) distribution are presented in Fig. 4. As follows from this figure, the variations of PAkin at r > 65 arcsec are negligible. This allows us to determine the kinematic orientation parameters of the outer disc as a whole ‘solid’ plane; the corresponding values are listed in Table 3. These values are consistent within the uncertainties with the previous estimates in the literature (e.g. Smoker et al. 1996; Garrido et al. 2005)

Top: Rotation curve for NGC 428 obtained from the observed ionized gas velocity field using tilted-ring analysis. Bottom: The distribution of position angles along the major axis. The values obtained by tilted-ring analysis of the observed velocity field are marked by blue circles, the values derived from isophotal analysis of WISE data are marked by black diamonds. The line-of-nodes position angle PA0 is shown by the purple dashed line.
Figure 4.

Top: Rotation curve for NGC 428 obtained from the observed ionized gas velocity field using tilted-ring analysis. Bottom: The distribution of position angles along the major axis. The values obtained by tilted-ring analysis of the observed velocity field are marked by blue circles, the values derived from isophotal analysis of WISE data are marked by black diamonds. The line-of-nodes position angle PA0 is shown by the purple dashed line.

Table 3.

Derived properties of the NGC 428 gaseous disc.

ParameterValue
i0|$47\pm 5\deg$|
PAkin|$118\pm 3\deg$|
Vsys|$1149\pm 2\, \mbox{km}\, \mbox{s}^{-1}$|
ParameterValue
i0|$47\pm 5\deg$|
PAkin|$118\pm 3\deg$|
Vsys|$1149\pm 2\, \mbox{km}\, \mbox{s}^{-1}$|
Table 3.

Derived properties of the NGC 428 gaseous disc.

ParameterValue
i0|$47\pm 5\deg$|
PAkin|$118\pm 3\deg$|
Vsys|$1149\pm 2\, \mbox{km}\, \mbox{s}^{-1}$|
ParameterValue
i0|$47\pm 5\deg$|
PAkin|$118\pm 3\deg$|
Vsys|$1149\pm 2\, \mbox{km}\, \mbox{s}^{-1}$|

The final radial distributions of Vrot and PAkin taken with fixed values of i and Vsys are shown in Fig. 4. The width of individual rings was 2 arcsec for the main part of the galaxy and 4 arcsec for the points with r > 116 arcsec, where only the NW-part of the disc contributes to the corresponding elliptical rings. Also, we assumed that PAkin = PA0 for these outer regions.

A significant turn of PAkin with a maximum deviation from PA0 of about 20 deg is observed in the inner part of the gaseous disc (r < 60 arcsec).

We compared the radial behaviours of PAkin with the results of galaxy isophote fitting using iraf,3 the ellipse task. The distribution of position angles PAphot along the major axis in the WISE W1-band image is shown in Fig. 4. The analysis of 2MASS and SDSS Stripe82 images was performed in the same way. The results are similar to those obtained for the WISE data, with the exception of those for the innermost part. Here, we present only the results of fitting for the WISE data, since they are more reliable and suffer less from the influence of bright star-forming regions than the SDSS Stripe82 data.

PAphot turns at the same radii but in reverse phase to the PAkin line-of-sight position angle (marked by purple in Fig. 4). According to the discussion above, such behaviour clearly indicates gas motions in a triaxial gravitational potential of the bar. In the paper by Garrido et al. (2005), the authors also claimed that the distortion of central isovelocities could be treated as a signature of a bar.

It is interesting to note that in the central region (at radii less than 10 arcsec or ∼850 pc), the major axis of NIR isophotes does not coincide with the line of nodes PA0, while PAphot agrees with PAkin within measurement errors. Cabrera-Lavers & Garzón (2004) explained the same turn of the nuclear isophotes (together with the peak of their ellipticity ε) as the presence of an inner secondary bar. However, the observed alignment between the photometric and kinematic PAs disagrees with the gas motions in the inner bar. A more reliable explanation is the presence of a decoupled inner stellar-gaseous disc inclined to the outer disc. Similarly inclined and even polar discs in the circumnuclear regions are well-known structures in both barred and unbarred galaxies (Corsini et al. 2003; Moiseev 2012).

The second peculiarity of the velocity is the sharp increase in the rotation velocity by about |$15\, \mbox{km}\, \mbox{s}^{-1}$| at r > 120 arcsec that seems inconsistent with the smooth mass distribution in the galactic disc; however, it could be explained by a small |${\sim }3\deg$| tilt of the disc at these radii. This fact is in agreement with the radio observations by Smoker et al. (1996), who detected a warp in the external H i disc of NGC 428.

Fig. 3 presents the model of a quasi-circular velocity field calculated according to the parameters of our tilted-ring model, and the residuals after subtracting our model velocity field from the one observed. Several small-scale regions with relatively high-residual velocities of up to |$\pm 30\, \mbox{km}\, \mbox{s}^{-1}$| were detected. We discuss their nature below.

5.2 Small-scale non-circular motions

The origin of the residuals in the observed velocity field after subtracting the constructed tilted-ring model (see Fig. 3) might be related to feedback from winds of massive stars or supernova explosions, or it might highlight the existing gas flows in the area. Here, we analyse the H α emission-line profile and the distribution of ionized gas in these deviating regions.

Most regions with high-residual velocities correspond to the low-brightness area between the nearby bright H ii regions. Many of them demonstrate a slightly asymmetrical H α-line profile or a slightly enhanced velocity dispersion in comparison with the nearby bright regions. All these facts point to slow shock waves from stellar feedback influencing the low-density interstellar medium there. Hence, most of the residual velocities may be explained by the asymmetric or slightly shifted line profiles caused by the local non-circular motions driven by stellar feedback from massive stars. We have selected several such regions that are most intriguing, as well as areas showing high residuals and not related to the low-brightness medium near the H ii regions. They are marked by circles in Fig. 3. Fig. 5 shows the H α flux, the velocity dispersion, and the residual velocity distribution together with the H α-line profile examples and the results of their multicomponent Voigt decomposition for each of these regions.

Selected regions with high-residual velocities, marked in Fig. 3. From left to right: the H α flux (shown also by contours), velocity dispersion, residual velocity distribution, and an example of the H α-line profile (the black curve) integrated over the area shown by the black square together with the result of its decomposition. Each individual component is shown by a blue curve; the magenta curves show the sum of the components; the green curve traces the residuals after model subtraction.
Figure 5.

Selected regions with high-residual velocities, marked in Fig. 3. From left to right: the H α flux (shown also by contours), velocity dispersion, residual velocity distribution, and an example of the H α-line profile (the black curve) integrated over the area shown by the black square together with the result of its decomposition. Each individual component is shown by a blue curve; the magenta curves show the sum of the components; the green curve traces the residuals after model subtraction.

Region #1 exhibits a large area of blue- and redshifted residuals located mostly in a low-density environment between the H ii regions. However, the brightest H ii region in the area also partially shows blueshifted residual velocity in its southern part. A redshifted component in the wing of the H α-line profile at the edge of the region together with the observed distribution of the velocity dispersion and residuals might be a consequence of the outflow from this H ii region.

Regions #2 and #3 appear as compact H ii regions with the velocity dispersion distribution typical of H ii regions and with narrow H α-line profiles. A blueshifted H α line component appears in the integrated spectrum of region #3 with a separation of 60 km s−1. This region probably represents an expanding superbubble in an inhomogeneous medium (e.g. at the former edge of a cloud), which would explain the observed two-component line profile with highly differing intensities of the components. In this case, the expansion velocity of the superbubble should be 30 km s−1, which coincides with the residuals for this region. According to the analytical solution for expanding superbubbles driven by multiple stellar winds and supernova remnants (Weaver et al. 1977), this corresponds to a kinematic age of |$t = 0.6 R \, \mathrm{(pc)}/V\, (\mathrm{km\, s^{-1}}) \simeq 3$| Myr, taking into account the 160 pc size of the region. These values are typical for ionized superbubbles around massive OB-associations observed in nearby dwarf galaxies (see e.g. Egorov et al. 2017; Egorov et al. 2018). In contrast, region #2 clearly shows a single bright symmetric H α-line profile. It seems that the entire region #2 has a peculiar velocity component with respect to the circular rotation of the disc of the galaxy.

Region #4 represents two bright H ii regions connected with each other by a bridge. Most high-residual velocities are observed between these H ii regions and towards the fainter one. While the H α-line profile of the bright clump is narrow and symmetrical, it clearly shows a broad underlying component with a velocity dispersion of |$\sigma \simeq 43 \, \mathrm{km\, s^{-1}}$| that is four times larger than in its vicinity. Similarly, the bright compact region #5 coinciding with the area of the blueshifted residuals also exhibits a broad (⁠|$\sigma \simeq 45 \, \mathrm{km\, s^{-1}}$|⁠) underlying component in its H α-line profile. The enhanced ratio of [S ii]/H α in this region points to the influence of shock waves (pos. 75 arcsec along the slit PA = 307°, see Section 5.3). Some energetic source like a supernova remnant or WR star is likely responsible for the observed interstellar medium turbulence in these two regions.

Region #6 corresponds to the nuclear cluster; observations reveal large blueshifted residual velocities and an enhanced H α velocity dispersion. However, the most intriguing ionized-gas kinematics are observed between this region and the nearby H ii regions. The H α -line profile there exhibits two narrow components (⁠|$\sigma \simeq 12-17 \, \mathrm{km\, s^{-1}}$|⁠) with a large separation between them (⁠|$67\, \mathrm{km\, s^{-1}}$|⁠), and with a high underlying continuum level. Such features might be interpreted as a sign of outflow from the massive nuclear cluster, or as a presence of an expanding superbubble around it. Alternatively, the high velocity motions there might be related to the decoupled inner disc mentioned in Section 5.1.

The most extended area of the enhanced velocity dispersion in the central part of the galaxy (region #7) also coincides with the blueshifted area on the residual map. The observed H α-line profile in individual pixels is slightly asymmetric everywhere in the vicinity of region #7, but the integral profile is well fitted by a single broad (⁠|$\sigma \simeq 31 \, \mathrm{km\, s^{-1}}$|⁠) line. We suggest that the enhanced turbulence of the low-density medium is responsible for the observed picture, and one possible explanation is a gas infall.

To summarize, most of the residuals between the observed velocity field and the constructed tilted-ring model seem to be related to the regions influenced by stellar feedback from nearby OB associations or individual massive stars. One region (#2), however, is probably related to some kind of gas flow at the outskirts of the galaxy.

5.3 Gas excitation and chemical abundance

Long-slit spectra were used to analyse the mechanism of excitation of the emission from different regions in the galaxy, as well as for deriving its oxygen abundance |$\mathrm{12+\log (O/H)}$|⁠, which is an indicator of gas metallicity. We analysed the emission-line ratios along each slit. In order to increase the signal-to-noise ratio, we also studied the integrated spectra of individual H ii regions or extended diffuse areas intersected by the slit (the results obtained for such regions are shown by large black circles in Fig. 6 and by squares in Figs 79).

Diagnostic diagrams [O iii]/H β versus [N ii]/H α (left-hand panel) and [S ii]/H α (right-hand panel) constructed for the integrated spectra of individual H ii regions (large circles) and for individual binned pixels (small circles) in NGC 428. Different symbol colours correspond to different radial distances. The black curve in both panels represents the ‘maximum starburst line’ from Kewley et al. (2001), and the grey curve from Kauffmann et al. (2003) in the left-hand panel separates the pure star-forming regions from those with a composite mechanism of excitation.
Figure 6.

Diagnostic diagrams [O iii]/H β versus [N ii]/H α (left-hand panel) and [S ii]/H α (right-hand panel) constructed for the integrated spectra of individual H ii regions (large circles) and for individual binned pixels (small circles) in NGC 428. Different symbol colours correspond to different radial distances. The black curve in both panels represents the ‘maximum starburst line’ from Kewley et al. (2001), and the grey curve from Kauffmann et al. (2003) in the left-hand panel separates the pure star-forming regions from those with a composite mechanism of excitation.

Distribution of the emission-line fluxes (the top panel), their ratios (the middle panel), and oxygen abundance derived using several methods (the bottom panel) along the slit PA = 277. The horizontal dashed line in the top panel shows the position of the slit overlaid on the composite SDSS-i, r, g image of the NGC 428 galaxy. The squares in the two bottom panels correspond to the values obtained from the integrated spectra of individual H ii regions, while the circles show the values derived for each binned pixel along the slit. For clarity, the transparency of the symbols correlates with the corresponding uncertainty of the measured metallicity. All the points corresponding to the non-photoionization mechanism of excitation according to Fig. 6 are masked.
Figure 7.

Distribution of the emission-line fluxes (the top panel), their ratios (the middle panel), and oxygen abundance derived using several methods (the bottom panel) along the slit PA = 277. The horizontal dashed line in the top panel shows the position of the slit overlaid on the composite SDSS-i, r, g image of the NGC 428 galaxy. The squares in the two bottom panels correspond to the values obtained from the integrated spectra of individual H ii regions, while the circles show the values derived for each binned pixel along the slit. For clarity, the transparency of the symbols correlates with the corresponding uncertainty of the measured metallicity. All the points corresponding to the non-photoionization mechanism of excitation according to Fig. 6 are masked.

Same as Fig. 7 but for the slit PA = 307.
Figure 8.

Same as Fig. 7 but for the slit PA = 307.

Same as Fig. 7 but for the slit PA = 13.
Figure 9.

Same as Fig. 7 but for the slit PA = 13.

The positions of the regions crossed by the slits in a classical BPT (Baldwin, Phillips & Terlevich 1981) diagnostic diagram are shown in Fig 6. The ‘maximum starburst line’ (Kewley et al. 2001) demarcation separates the regions whose emission can be explained by photoionization by young massive stars as a consequence of ongoing star formation from those with major contribution from other sources of excitation (e.g. shocks). The points lying between the Kewley et al. (2001) curve and the Kauffmann et al. (2003) curve (grey in Fig. 6) correspond to a composite excitation mechanism. Such regions are probably ionized by harder radiation (like diffuse ionized gas, see Zhang et al. 2017), or they may be subjected to an enhanced influence of shock waves. A photo-ionizing mechanism of excitation is evident from the diagram for all the regions at a galactocentric distance of R > 3 kpc except one. A composite mechanism of excitation is observed towards the centre of the galaxy; shock excitation should play a significant role there. The shocks might be produced by collisions between gaseous clouds in the circumnuclear inclined disc and the gas in the main galactic plane (Section 6). A few points lying inside the central 1 kpc fall above the ‘maximum starburst line’ and are indicative of the AGN activity there.

As follows from Figs 7 to 9, most regions outside the central part demonstrate line flux ratios typical of H ii regions. Nevertheless, an enhanced [S ii]/H α flux ratio is observed in a few non-central regions (positions −90, 60, and 75 arcsec in Fig. 8). The first two regions correspond to the star-forming complexes near the ends of the bar, i.e. regions where the gas is accumulated under the influence of the non-axisymmetric potential of the bar (Renaud et al. 2015, and references therein). However, the residual velocity map reveals no kinematic peculiarities there, because the line-of-sight projection of possible radial streaming motions is negligible near the major axis of the disc. The third region corresponds to the H ii region #5 with an underlying broad component (see Section 5.2).

Unfortunately, a weak [O iii] 4363 Å emission-line sensitive to electron temperature was confidently detected for only two bright regions in our spectra. Because of this we were unable to use the Te method for measuring the oxygen abundance in most of the H ii regions. Instead, we selected several methods from the widely used empirical ‘strong emission line’ (SEL) techniques: the R- and S-methods from Pilyugin & Grebel (2016), and the izi method from Blanc et al. (2015) with the photoionization model from Levesque, Kewley & Larson (2010). These methods were selected because they provide reliable estimates in the NGC 428 metallicity range; the first two also yield results consistent with the Te method, while for the izi method a systematic offset of up to ∼0.1 dex is expected due to the well known discrepancy problem between the empirical and theoretical SEL methods (see e.g. Kewley & Ellison 2008; López-Sánchez et al. 2012). All these methods require different sets of observed flux ratios: the R-method is based on the ratios of [O ii] 3727, 3729 Å , [N ii] 6584 Å , and [O iii] 5007 Å to H β; the S-method requires the [S ii] 6717, 6731 Å  line fluxes instead of [O ii]; the izi method based on photoionization models uses all the available emission-line data.

Because all the methods used for estimating the metallicity are calibrated by H ii regions or pure photoionization models, we have excluded all the regions lying above the ‘maximum starburst line’ or in the composite zone from further analysis. The distributions of oxygen abundance along the slits, calculated using each method, are shown in Figs 79. All the calibrations used show similar metallicity trends along the slits but with an expected systematic offset. Significant deviations of the results obtained with the R-method from those derived using other methods in the centre of the galaxy are probably caused by an uncertainty of the [O ii]/H β ratio due to significant extinction variations and enhancement: the colour excess there (derived from the observed Balmer decrement) is E(BV) = 0.5–1.3 mag, while the values E(BV) = 0.07–0.3 mag are typical for other parts of the galaxy. The estimates derived by the empirical S-method are in very good agreement with those obtained with the Te-method for the two [O iii]-bright regions.

The oxygen abundance is almost uniform in the outer part of the western star-forming ring (see Fig. 9), while it shows a gradient towards the centre (see Figs 78). In order to investigate the presence of a metallicity gradient, in Fig. 10 we plot all measurements of 12 + log (O/H) along all the slits over the deprojected galactocentric distance of the region. For deprojection, we used the inclination and position angles of the galactic disc derived in Section 5.1. Despite the large spread of individual measurements, all the methods used reveal a detectable and very similar metallicity gradient of about −0.02 dex kpc−1, or |$-0.21\ \mathrm{dex}\ R_{25}^{-1}$| (R25 = 122 arcsec ≈ 10.5 kpc according the NED).

Radial distribution of oxygen abundance in the galaxy NGC 428 derived by four methods. The dashed coloured lines show the results of linear least-squares fitting.
Figure 10.

Radial distribution of oxygen abundance in the galaxy NGC 428 derived by four methods. The dashed coloured lines show the results of linear least-squares fitting.

The oxygen abundance in NGC 428 was previously studied by Pilyugin, Grebel & Kniazev (2014) and Kniazev et al. (2018) from SDSS spectra. Pilyugin et al. (2014) found a flat metallicity distribution with the central value |$12+\mathrm{\log (O/H)}=8.20\pm 0.06$|⁠, however, this estimate is based on a small number of regions concentrated mainly at the same distance from the galaxy centre. The value |$\mathrm{12+\log (O/H)}=8.12\pm 0.06$| estimated in Kniazev et al. (2018) and obtained for one bright H ii region is consistent with the values from Pilyugin et al. (2014) within the uncertainties. Our estimate of the oxygen abundance at the radius R = 0.5R25 is consistent with those obtained in the above works, and a much better completeness in terms of galactocentric radii allowed us to measure the metallicity gradients (see Table 4).

Table 4.

Oxygen abundance and its gradient measured for NGC 428 using different methods.

Method|$\mathrm{12+\log (O/H)_0}$|⁠, dex|$\mathrm{12+\log (O/H)_{R_{25}/2}}$|⁠, dexΔ(O/H), dex kpc−1|$\Delta \mathrm{(O/H),\ dex}\ R_{25}^{-1}$||$\Delta \mathrm{(O/H),\ dex}\ R_e^{-1}$|
|$T_e^a$|8.35 ± 0.358.22 ± 0.15−0.024 ± 0.045−0.25 ± 0.47−0.09 ± 0.17
R8.23 ± 0.068.13 ± 0.07−0.019 ± 0.007−0.20 ± 0.07−0.07 ± 0.03
S8.33 ± 0.058.22 ± 0.06−0.022 ± 0.006−0.22 ± 0.06−0.08 ± 0.02
izi8.46 ± 0.048.36 ± 0.04−0.020 ± 0.004−0.21 ± 0.04−0.08 ± 0.02
Method|$\mathrm{12+\log (O/H)_0}$|⁠, dex|$\mathrm{12+\log (O/H)_{R_{25}/2}}$|⁠, dexΔ(O/H), dex kpc−1|$\Delta \mathrm{(O/H),\ dex}\ R_{25}^{-1}$||$\Delta \mathrm{(O/H),\ dex}\ R_e^{-1}$|
|$T_e^a$|8.35 ± 0.358.22 ± 0.15−0.024 ± 0.045−0.25 ± 0.47−0.09 ± 0.17
R8.23 ± 0.068.13 ± 0.07−0.019 ± 0.007−0.20 ± 0.07−0.07 ± 0.03
S8.33 ± 0.058.22 ± 0.06−0.022 ± 0.006−0.22 ± 0.06−0.08 ± 0.02
izi8.46 ± 0.048.36 ± 0.04−0.020 ± 0.004−0.21 ± 0.04−0.08 ± 0.02

aBecause Te measurements are available for only two regions, the uncertainties of the derived values were calculated using the observed uncertainties for those two points

Table 4.

Oxygen abundance and its gradient measured for NGC 428 using different methods.

Method|$\mathrm{12+\log (O/H)_0}$|⁠, dex|$\mathrm{12+\log (O/H)_{R_{25}/2}}$|⁠, dexΔ(O/H), dex kpc−1|$\Delta \mathrm{(O/H),\ dex}\ R_{25}^{-1}$||$\Delta \mathrm{(O/H),\ dex}\ R_e^{-1}$|
|$T_e^a$|8.35 ± 0.358.22 ± 0.15−0.024 ± 0.045−0.25 ± 0.47−0.09 ± 0.17
R8.23 ± 0.068.13 ± 0.07−0.019 ± 0.007−0.20 ± 0.07−0.07 ± 0.03
S8.33 ± 0.058.22 ± 0.06−0.022 ± 0.006−0.22 ± 0.06−0.08 ± 0.02
izi8.46 ± 0.048.36 ± 0.04−0.020 ± 0.004−0.21 ± 0.04−0.08 ± 0.02
Method|$\mathrm{12+\log (O/H)_0}$|⁠, dex|$\mathrm{12+\log (O/H)_{R_{25}/2}}$|⁠, dexΔ(O/H), dex kpc−1|$\Delta \mathrm{(O/H),\ dex}\ R_{25}^{-1}$||$\Delta \mathrm{(O/H),\ dex}\ R_e^{-1}$|
|$T_e^a$|8.35 ± 0.358.22 ± 0.15−0.024 ± 0.045−0.25 ± 0.47−0.09 ± 0.17
R8.23 ± 0.068.13 ± 0.07−0.019 ± 0.007−0.20 ± 0.07−0.07 ± 0.03
S8.33 ± 0.058.22 ± 0.06−0.022 ± 0.006−0.22 ± 0.06−0.08 ± 0.02
izi8.46 ± 0.048.36 ± 0.04−0.020 ± 0.004−0.21 ± 0.04−0.08 ± 0.02

aBecause Te measurements are available for only two regions, the uncertainties of the derived values were calculated using the observed uncertainties for those two points

6 DISCUSSION

Optical images of NGC 428 demonstrate a very peculiar morphology with several large-scale asymmetric structures that are possibly tidal or post-interaction features. In contrast to this perturbed picture, the large-scale kinematics of ionized gas seem to be ‘quiet’. Indeed, if the radial streaming motions in the bar are taken into account at galactocentric distances of 1–4 kpc, the velocity field is well described by circular rotation of a thin flat disc. Circular rotation dominates even in the area of the giant offset star-forming ring at the western outskirts of the region. In this region, we detected only a very small tilt of the gaseous-cloud orbits by a few degrees relative to the disc inclination inside the optical radii R25. However, a careful analysis of our new deep H α velocity field allowed us to detect two kinematic peculiarities in the gaseous disc of NGC 428, which could be related to some external event:

  • An inclined disc in the circumnuclear (at r < 10 arcsec = 0.85 kpc) regions.

  • An outer H ii region #2 with significant residual velocities.

Reviews of the properties of the inner decoupled discs are presented by Corsini et al. (2003) and Moiseev (2012). These authors argued that the origin of the majority of such structures is closely related to the capture of external matter having a spin different from that of the host galaxy. For instance, about 2/3 of the galaxies in the catalogue of inner polar discs and rings reveal various signs of recent interaction or merging (Moiseev 2012). A good illustration is NGC 7217, for which Sil’chenko et al. (2011) demonstrated an agreement of the observed properties of the galaxy with the results of the GalMer database simulations of a wet minor merger with a gas-rich dwarf companion.

If we adopt PA = 105 ± 5° and ε = 0.2 ± 0.05 for this inner disc in NGC 428, then the mutual angle between the inner and outer discs is either 13 ± 7° or 83 ± 8° according to eq. (1) in Moiseev (2012). The present ambiguity with these two solutions is caused by the fact that PA and i are insufficient to describe the full orientation of a disc in space – we should also know which half of the disc is nearest to the observer. If the spiral structure in NGC 428 is trailing, we can conclude that the SW half of the outer disc corresponds to the nearest side of the galaxy. At the same time, the orientation of the inner disc relative the external one is still unknown.

If we believe the first solution for the mutual angle between the discs, then this slightly inclined disc should be dynamically unstable against precession within a few dynamic time-scales of the inner regions (<100 Myr). On the other hand, the stability of polar and inclined circumnuclear structures is a matter of debate in contrast to the well-studied case of large-scale polar rings (Arnaboldi & Sparke 1994).

An additional hint on the existence of an inclined nuclear disc is the distribution of gas excitation properties along PA = 277°, which is near the major axis of this possible disc (Fig. 7). The figure shows that the [N ii]/H α – and [S ii]/H α – line ratios have peaks at a distance of ∼10 arcsec on both sides of the nucleus. This sign of shock excitation may be related to the direct interaction between gaseous clouds in the outer and inner discs. A similar picture was observed, for instance, in Arp 212 (Moiseev 2008).

The second kinematically decoupled region in NGC 428 is the H ii knot #2 (see Section 5.2 and Figs 3 and 5). This bright compact region demonstrates a narrow unperturbed H α-line profile with the line-of-sight velocity significantly differing from that predicted by the galaxy rotation model. A flow of gas caused by external accretion might explain such ionized-gas kinematics behaviour at this location. Unfortunately, we have no chemical abundance estimates for this region.

The estimated oxygen abundance gradient for NGC 428 (⁠|$-0.21\ \mathrm{dex}\ R_{25}^{-1}$|⁠, or |$-0.08\ \mathrm{dex}\ R_{e}^{-1}$|⁠, taking the effective radius Re = 44.68 arcsec from Vika et al. 2013) agrees well with the median value obtained for a large sample of MANGA galaxies (∼−0.08 dex/Re according to Belfiore et al. 2017) but is lower than the estimates derived from the CALIFA data (∼−0.11 dex |$R_{e}^{-1}$|⁠, according to Sánchez et al. 2014). Ho et al. (2015) obtained a median metallicity gradient of ∼−0.39 dex/R25 for a large sample of local star-forming galaxies, which is also significantly higher than our estimate for NGC 428. Bresolin & Kennicutt (2015) have showed that there is a linear metallicity gradient trend with 1/Rd, where Rd = Re/1.6783 is the disc scalelength. From their fig. 3, we have found the expected value of the metallicity gradient for NGC 428 to be ∼−0.04 dex kpc−1, which is twice greater than the one observed.

Together with the existence of an inclined circumnuclear disc and H ii region #2 decoupled from pure circular rotation, the observed diminished metallicity gradient points to a probable recent episode of metal-poor gas accretion (minor merging with a gas-rich satellite or a capture of external gas clouds) onto the disc of the galaxy. This event might flatten the observed gradient and produce the observed features in the morphology and kinematics.

7 CONCLUSIONS

We describe our project aimed at the study of interactions and gas accretion in the void environment. A sample of late-type galaxies was selected according to their reduced metallicity (in comparison with the reference ‘metallicity-luminocity’ relation) and/or signs of disturbances in the optical morphology. Ten of eighteen objects are strongly isolated galaxies, while the others are mainly members of groups and pairs. The observed data involved in the project includes: long-slit spectroscopy obtained for the study of the chemical abundance distributions in the discs and outskirts of the galaxies, 3D-spectroscopy with a scanning FPI (mapping the ionized-gas kinematics), and archival optical (SDSS) and IR (WISE, 2MASS) images for surface photometry and isophotal analysis. The long-slit and scanning FPI data were collected with the SCORPIO/SCOPRIO-2 focal reducers at the 6-m Russian telescope of SAO RAS.

Observations of the brightest target in the sample, the SABm galaxy NGC 428, are considered as an illustration of our methods, data reduction, and analysis algorithms. At first glance, the galaxy looks like an ordinary Magellanic-type spiral galaxy with a more or less uniform radial distribution of the chemical abundance. Large-scale gas kinematics is dominated by pure circular rotation with radial streaming motions in the bar region. Some local (on a spatial scale of 0.5–1 kpc) perturbations of the ‘quiet’ ionized-gas kinematics (the double-component H α emission line profiles, enhanced residual velocity, and velocity dispersion) are unambiguously related to stellar feedback in the regions of violent star formation.

However, a more careful analysis of the collected data reveals several interesting features:

  • A circumnuclear (r < 850 pc) disc nested in the large-scale bar and inclined at 13 ± 7° or 83 ± 8° to the main galaxy plane.

  • ii region #2 with a narrow one-component emission line profile and significantly large residual velocities.

  • The oxygen abundance gradient seems to be slightly lower than that expected for similar local galaxies.

Individually, these features cannot be considered as strong evidence of an external event in the history of NGC 428. However, all of them combined, and also the perturbed and asymmetric morphology in the outer region of the galaxy, suggest a gas accretion or minor merging episode in the recent history of NGC 428 on a time-scale of ∼0.5 Gyr or less (a few revolutions of the outer galaxy disc).

ACKNOWLEDGEMENTS

We thank the anonymous referee for detailed comments that helped us to improve this manuscript. This work was supported by the Russian Foundation for Basic Research (project no. 17-32-50013). Observations with the 6-m Russian telescope (BTA) were carried out with the financial support of the Ministry of Education and Science of the Russian Federation (agreement no. 14.619.21.0004, project ID RFMEFI61914X0004). The authors thank Olga Sil’chenko for the help and inspiration for this work, and Roman Uklein and Dmitry Oparin for their assistance in observations with the 6-m telescope. This publication makes use of the data products from the Wide-field Infrared Survey Explorer, which is a joint project of the University of California, Los Angeles and the Jet Propulsion Laboratory/California Institute of Technology, and NEOWISE, which is a project of the Jet Propulsion Laboratory/California Institute of Technology. WISE and NEOWISE are funded by the National Aeronautics and Space Administration. This research has made use of the NASA/IPAC Extragalactic Database (NED), which is operated by the Jet Propulsion Laboratory, California Institute of Technology, under the contract with the National Aeronautics and Space Administration. The authors acknowledge the spectral and photometric data and the related information available in the SDSS database used for this study. Funding for SDSS-III has been provided by the Alfred P. Sloan Foundation, the Participating Institutions, the National Science Foundation, and the U.S. Department of Energy Office of Science. The SDSS-III web site is http://www.sdss3.org/. SDSS-III is managed by the Astrophysical Research Consortium for the Participating Institutions of the SDSS-III Collaboration including the University of Arizona, the Brazilian Participation Group, Brookhaven National Laboratory, Carnegie Mellon University, University of Florida, the French Participation Group, the German Participation Group, Harvard University, the Instituto de Astrofisica de Canarias, the Michigan State/Notre Dame/JINA Participation Group, Johns Hopkins University, Lawrence Berkeley National Laboratory, Max Planck Institute for Astrophysics, Max Planck Institute for Extraterrestrial Physics, New Mexico State University, New York University, Ohio State University, Pennsylvania State University, University of Portsmouth, Princeton University, the Spanish Participation Group, University of Tokyo, University of Utah, Vanderbilt University, University of Virginia, University of Washington, and Yale University.

Footnotes

3

iraf: the Image Reduction and Analysis Facility is distributed by the National Optical Astronomy Observatory, which is operated by the Association of Universities for Research in Astronomy, Inc. (AURA) under cooperative agreement with the National Science Foundation (NSF).

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