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AN ENHANCED SPECTROSCOPIC CENSUS OF THE ORION NEBULA CLUSTER

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Published 2013 September 5 © 2013. The American Astronomical Society. All rights reserved.
, , Citation Lynne A. Hillenbrand et al 2013 AJ 146 85 DOI 10.1088/0004-6256/146/4/85

1538-3881/146/4/85

ABSTRACT

We report new spectral types or spectral classification constraints for over 600 stars in the Orion Nebula Cluster (ONC) based on medium resolution (R ≈ 1500–2000) red optical spectra acquired using the Palomar 200'' and Kitt Peak 3.5 m telescopes. Spectral types were initially estimated for F, G, and early K stars from atomic line indices while for late K and M stars, which constitute the majority of our sample, indices involving TiO and VO bands were used. To ensure proper classification, particularly for reddened, veiled, or nebula-contaminated stars, all spectra were then visually examined for type verification or refinement. We provide an updated spectral type table that supersedes previous work, increasing the percentage of optically visible ONC stars with spectral type information from 68% to 90%. However, for many objects, repeated observations have failed to yield spectral types primarily due to the challenges of adequate sky subtraction against a bright and spatially variable nebular background. The scatter between our new and our previously determined spectral types is approximately two spectral sub-classes. We also compare our grating spectroscopy results with classification based on narrow-band TiO filter photometry, finding similar scatter. While the challenges of working in the ONC may explain much of the spread, we highlight several stars showing significant and unexplained bona fide spectral variations in observations taken several years apart; these and similar cases could be due to a combination of accretion and extinction changes. Finally, nearly 20% of ONC stars exhibit obvious Ca ii triplet emission indicative of strong accretion.

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1. INTRODUCTION

1.1. The Orion Nebula Cluster

Located at less than one-half  kiloparsec from the Sun and at moderate galactic latitude (b ≈ −20), the greater Orion region is the nearest example of recent and ongoing massive star formation; see Bally (2008) for an overview. A subclustered OB association extends over many tens of parsecs and contains stars up to a few tens of megayears old. To the southeast, the Orion A and B molecular cloud complex harbors stellar nurseries each only a fraction of a parsec to a few parsecs in size, and less than one megayear old. The Orion composite is a revered touchstone for our developing understanding of star and planet formation processes on this range of spatial and temporal scales. The identification and detailed study of the young stellar population across the Orion complex is our best opportunity for probing in three dimensions a resolved star formation history.

Part of the so-called "integral shaped filament" of molecular gas (Bally et al. 1987), the northern part of the Orion A cloud has up to 100 mag of total visual extinction through its densest regions. The Orion Nebula, also known as M42 or NGC 1976, betrays a rich young stellar cluster, the Orion Nebula Cluster (ONC), the center of which contains the massive Trapezium stars.3 The current three-dimensional model of the Orion Nebula indicates a thin shell of ionized gas (Wen & O'Dell 1995) with the main ionizing source region θ1 Ori C. Another ∼20 stars of type A0 and so or earlier are within the H ii region as is a sizable population (many thousand members) of later spectral type T Tauri stars. These lower mass stars are still pre-main-sequence and can be used to trace the star formation history as well as measure the initial mass function (IMF), which, in the case of young, unevolved, and co-located stars, is equivalent to the present day mass function.

In contrast to the sparsely distributed and older OB association, the ONC is relatively compact and more recently formed. Its projection on molecular cloud material significantly reduces contamination by background stars. However, the high and spatially variable extinction (e.g., Scandariato et al. 2011) renders fewer than 50% of the ∼3500 stars within this region with K < 14 mag also optically bright, I < 17.5 mag. Nevertheless, the bulk of the optically visible ONC members are extincted by 2 mag or less, with derived extinction values for fainter stars ranging up to 8 mag. The deepest optical surveys as well as most near-infrared surveys measure more heavily extincted members, but are more likely to suffer contamination at the faint end—both from intrinsically bright but highly reddened background giants seen through the cloud, and from intrinsically faint foreground and unreddened but late type field dwarfs.

Cluster membership can be determined kinematically in the ONC. Using astrometric techniques, Jones & Walker (1988) identified 891 probable members from 997 measured proper motions (measured among 1052 optically visible stars). Radial velocities (e.g., Tobin et al. 2009) have also been used to establish cluster membership. High precision three-dimensional space motion data from these and other ongoing investigations can be combined with precise cluster distance estimates (Jeffries 2007; Kraus et al. 2007; Hirota et al. 2007; Sandstrom et al. 2007; Menten et al. 2007) to study the cluster structure and dynamics and test theories for formation and evolution of dense clusters in molecular clouds. Additional observation and analysis work in this area is needed.

The ONC contains a broadly populated stellar mass function extending from a single massive (late-O type) star all the way down to low-mass stars (having late M types) and into the sub-stellar mass regime of brown dwarfs (L and likely T type), as well as planetary mass objects remaining to be spectrally typed and identified as such. With a mean stellar age for the optically visible stars of less than 2 Myr (Herbig & Terndrup 1986; Hillenbrand 1997; da Rio et al. 2010; Reggiani et al. 2011), the ONC is not only one of the largest but also one of the densest (∼104 stars pc−3 in the inner cluster; McCaughrean & Stauffer 1994; Hillenbrand & Hartmann 1998) nearby star-forming regions. The ONC population was used to demonstrate definitively that it is possible to form both high and low mass stars as well as brown dwarfs in the same <0.1 pc region. From the lower mass stars, the estimated current star formation rate is ∼10−4M yr−1 (Hillenbrand 1997, hereafter H97).

The H97 study of the ONC employed optical spectroscopy and photometry to individually de-redden and locate over 900 stars on the H-R diagram, enabling estimation of their masses and ages via comparison to pre-main sequence evolutionary tracks. Work by Luhman et al. (2000), Slesnick et al. (2004), Riddick et al. (2007b), and Weights et al. (2009) increased the spectroscopically studied sample, employing optical and near-infrared spectral classification techniques. da Rio et al. (2010, 2012) estimated spectral types for M-type stars from narrow-band photometry, as discussed in more detail below. Additional studies such as those of Hillenbrand & Carpenter (2000), Muench et al. (2002), Lucas et al. (2005), and Andersen et al. (2011) used photometric techniques rather than spectroscopic ones, and arrived at IMF estimates that are useful in a statistical sense but do not determine masses and ages for individual stars. The general consensus from the above studies is that the ONC IMF rises from the highest masses to sub-solar masses, realizes a flattening in the 0.5–0.6 M regime, and peaks in the 0.2–0.3 M regime before turning over throughout the sub-stellar (brown dwarf) mass range. There is some discrepancy as to the exact form of the IMF below the peak and turnover in this cluster (and in many other young clusters). Increased spectroscopic samples as well as improved understanding of contraction models at young ages will be required for progress on the IMF in the low mass stellar and sub-stellar domain.

Recent reviews of the ONC region are those by Muench et al. (2008) on the stellar population and historical distance measurements, and by O'Dell et al. (2008) on the local ONC interstellar medium including circumstellar structures. The ONC stellar population has been the sample of choice for investigations of various stellar and circumstellar phenomena, in addition to the IMF studies described above, in part because it is the nearest and youngest example of an entire stellar/sub-stellar mass spectrum. Recent studies of circumstellar dust and gas include those of Megeath et al. (2012), Mann & Williams (2009), and Ricci et al. (2008); of disk accretion include Manara et al. (2012) and Sicilia-Aguilar et al. (2005); and of variability-disk connections include Morales-Calderón et al. (2012). Recent studies on stellar properties include topics such as rotation and disk-rotation connections (Rhode et al. 2001; Carpenter et al. 2001; Herbst et al. 2002; Herbst & Mundt 2005; Rebull et al. 2006; Cieza & Baliber 2007), lithium depletion (Palla et al. 2007), coronal activity/flaring (Feigelson et al. 2002; Getman et al. 2008; Prisinzano et al. 2008), stellar abundances (Cunha & Smith 2005), magnetic fields (Petit et al. 2008), and multiplicity (e.g., Simon et al. 1999; Reipurth et al. 2007; Kohler et al. 2006).

1.2. Motivation for Further Spectroscopic Study

There is still great interest in improving our knowledge of stellar and circumstellar properties within the ONC. As described above, the H97 paper and its accompanying database have been used in subsequent years by many other investigators studying, e.g., the stellar/sub-stellar IMF; the age distribution and star formation history; stellar/sub-stellar angular momentum evolution, circumstellar disks, and disk evolution; accretion, magnetic activity, lithium, and other properties of young stars in the ONC. Recent examples of major surveys of the ONC with forefront facilities that reach unprecedented depth across the electromagnetic spectrum include those from X-ray (with Chandra; PI: E. Feigelson) to optical (with Hubble; PI: M. Robberto) to mid-infrared (with Spitzer; Megeath et al. 2012) and finally to millimeter (with the SMA and CARMA interferometers). Synoptic photometric monitoring studies by various groups at optical and infrared wavelengths (e.g., Morales-Calderón et al. 2011) continue.

Nearly all of these previous analyses and new surveys are limited in their analysis phases, however, due to lack of completeness of the ONC spectroscopic survey. Critically important is that due to the wide range in line-of-sight extinction values to individual stars, spectra are necessary for de-reddening and, thus, derivation of extinction estimates, and for subsequent placement on the H-R diagram from which stellar quantities such as stellar luminosity, stellar radius, and (further guided by theory) stellar age and mass, angular momentum, etc.

The optical color–magnitude diagram for the ONC suggests that the H97 optical photometric database is sensitive down to the hydrogen burning limit for stars less obscured than 2 mag of visual extinction and younger than 1 Myr (e.g., da Rio et al. 2010; H97). Infrared surveys extend well into the brown dwarf regime with the stellar–sub-stellar boundary identified at spectral type M6.5 given the age of the ONC. While several thousand young objects are known, only about 63% of the ∼1500 stars with I < 17 mag had spectral types following the H97 study (and only about 5% before). Considering both optical and infrared-only sources in the region, less than 25% of the total number of known sources have had their spectral types determined. While infrared spectroscopy will be required in order to obtain a complete spectroscopic census of the ONC stellar population, optical spectral types can be obtained for several hundred more objects than have been published thus far.

The present work aims to enhance the H97 optical spectroscopic census. By completing our optical study of the stellar population, it will be possible for other authors to revisit interests in many of the above goals.

1.3. Optical Spectral Typing and Challenges in the ONC

Spectral type is a key characteristic of any star, and spectral typing is a typical first step in estimating the stellar effective temperature. This can lead, in combination with other data or assumptions, to derivation of other stellar quantities. The optical wavelength range is important for spectral typing because it contains a rich set of molecular and atomic absorption features that are temperature dependent. M type stars, which dominate the mass function, are characterized by metallic oxide TiO and VO bands. These molecular features diminish at hotter temperatures with mid-K and earlier stars classified using atomic line strengths and ratios involving, e.g., Ca i and Fe i. Reliable surface gravity signatures include the shapes of some of the molecular bands as well as the strength of the Na i doublet (λλ8183, 8194) for spectral types later than M2. For earlier type stars, most reliable surface gravity indicators lie blueward of our spectral coverage.

Relevant to the ONC, spectral types can be determined largely independent of reddening and nebular emission when these effects are modest, though in extreme cases they do bias or even hinder the analysis. For late type spectra, the ratios of the depths of metal oxide wavebands are not significantly affected by low reddening and the possibility of reddening can be taken into account when assigning types. Nebular emission, specifically from low Balmer (e.g., Hα) and high Paschen lines as well as the Paschen continuum can also affect the spectral typing process or even prevent it in extreme cases, especially for faint objects or if background subtraction (a combination of terrestrial sky and ONC nebular backgrounds) is ineffective. For late type stars the TiO and VO bands are generally strong enough such that the effects of minor nebular emission can be overcome. For earlier spectral type stars, however, strong nebular contamination is more problematic for spectral typing.

A final effect is that of non-nebular continuum and emission lines that are associated in young stars with disk-to-star accretion processes. Spectral typing can be influenced by non-photospheric contributions to emergent spectrum and in extreme cases the spectrum is accretion-dominated.

2. NEW OPTICAL SPECTROSCOPIC OBSERVATIONS

We obtained low-resolution optical spectra in 15 configurations with the HYDRA multi-object spectrograph on the 3.5 m WIYN telescope at Kitt Peak during two runs in 2006–2007. We also used the (now decommissioned) Norris multi-object spectrograph on the 5 m Hale Telescope at Palomar in 1999 to obtain one configuration on the ONC at the very end of a night allocated to another program. HYDRA consists of a 1024 × 2048 CCD fed with 99 fibers, each with a 2'' aperture (Barden & Armandroff 1995). The field size is 60' in diameter. We used the 316 line mm−1 grating blazed at 7500 Å setting of the bench spectrograph and the GG-495 filter to obtain spectra from 5000–10000 Å at R ∼ 1500. Norris consisted of a 2048 × 2048 CCD illuminated with 176 fibers, each with a 1farcs5 aperture (Hamilton et al. 1993). The field size was 20' in diameter. Our Norris observations were obtained with the 600 line mm−1 grating blazed at 5000 Å to produce 54 Å mm−1 dispersion (1.3 Å pixel−1). The spectral range is 6100–8750 Å at R ∼ 2000.

Table 1 contains the observation log. Fiber assignments were prioritized based on ancillary information such as existence of a published rotation period, exhibition of large amplitude variability, and proper motion membership probability; however, our data set is sizable and deep enough that these original prioritization criteria are not a significant bias. Both instruments were configured to maximize the total number of quality science targets and minimize the number of repeated spectra. However, there are many cases of multiple observations of the same object. This is useful mitigation against sky subtraction challenges and also provides independent assessment of spectral types.

Table 1. Observation Log

Configuration Date Instr.a,b On-Targets Offset Sky No. of Target No. of Sky Comments
Name Texp. (s) Texp. (s) Fibersc Fibersc
Nor 1999 Sep 5 Norris 2700    900 120 13  
f1d 2006 Jan 13 Hydra 5400   2700d 55 31 Thick clouds
f2c 2006 Jan 13 Hydra 5400   2700d 60 29 Thick clouds
b2d 2006 Jan 15 Hydra 7200   2400d 30 54 Thick clouds
C1 2007 Jan 5 Hydra 1440    418 61 28  
C2 2007 Jan 6 Hydra 1200    600 50 36  
M1 2007 Jan 6 Hydra 2400    900 69 20 Poor seeing, quality
N2 2007 Jan 6 Hydra 2200    750 68 20 Poor seeing, quality
G1b 2007 Jan 6 Hydra 3600   2100d 69 19 Poor seeing, quality
G2b 2007 Jan 6 Hydra 4800   1915d 67 21  
D3b 2007 Jan 7 Hydra 1000    500 38 46  
N3d 2007 Jan 7 Hydra 2000    700 63 27  
G3b 2007 Jan 7 Hydra 4500   1500d 61 25  
Z4b 2007 Jan 7 Hydra 2000    700 70 20  
W5a 2007 Jan 7 Hydra 1800    600 70 20  
W6c 2007 Jan 7 Hydra 1100    600 71 19  

Notes. aThe Norris Spectrograph was used in a setting covering λ6100–8750 Å at R ∼ 2000. bThe Hydra Spectrograph was used in a setting covering λ5000–10000 Å at R ∼ 1500. cNumber of fibers assigned to target/sky positions. dMultiple exposures were combined resulting in the total exposure time.

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In each fiber configuration, between 30–120 fibers were assigned to a stellar position and between 13–54 fibers were assigned to sky positions. The set of observations for each configuration includes a long exposure on-target, a shorter sky exposure offset 6''–10'' from the target position, and a set of dome flats and comparison lamps exposures. The nearby sky exposure permits accurate correction for nebulosity, which is spatially variable and hence not accurately represented in averaged spectra of all in-field sky fibers. During our Norris observations we obtained three on-target and one offset sky integration. During our HYDRA observations the number of on-target and sky position integrations varied. Total exposure times are listed in Table 1.

3. RAW DATA PROCESSING AND SPECTRAL EXTRACTION

The observations were reduced using custom routines written in IDL. The bias level was corrected in each image using the CCD overscan region and the flatfield correction appropriate to each fiber was applied. The trace of each fiber on the detector was determined using the dome flat with the absolute position of each fiber independently derived for each individual exposure. Cosmic rays were corrected by identifying deviations from the illumination profile across each fiber on the detector. Scattered light was accounted for by fitting a spline to pixels between fiber positions. The counts in each fiber were re-sampled onto a sub-pixel scale across the dispersion axis to ensure that the extraction window remained constant for each separate on-target, sky, and flat exposure within a given configuration. Background counts were subtracted for each fiber based on the counts between fiber positions.

The spectrum from each fiber was extracted using a window approximately 1.5 times the average fiber FWHM on the detector, or 5 pixels in the HYDRA spectra and 6 pixels in the Norris spectra. The second-order wavelength solution (a FeAr lamp for the Norris observations and a CuAr lamp for the HYDRA observations) was calculated independently for each fiber. We obtained final spectra by summing the counts extracted for a given fiber from each on-target integration and correcting for sky and nebular emission by subtracting the counts extracted for the same fiber in the sky exposure, scaled to the difference in observing times. In several configurations the sky emission was scaled by an additional 10%–20% to account for changes in the sky transmission. A master sky spectrum was created for each fiber configuration by combining the spectra obtained from all fibers assigned to the sky, accounting for fiber-to-fiber sensitivity differences. Changes in the sky emission could be accounted for by comparing the master sky spectrum to that obtained in individual on-target and sky integrations.

Figure 1 shows the distribution of signal-to-noise for the data set, separated by fiber configuration. Despite the significant variation in data quality among the configurations (due to weather; see Table 1), overlays of spectra of the same object repeated in different fiber configurations show remarkable agreement in the continuum slope. That stated, some configurations are generally poor (e.g., M1) while others (such as f2c and f1d) are quite good and these quality factors are taken into account when assigning final spectral types.

Figure 1.

Figure 1. Histograms of the achieved signal-to-noise ratio in individual fiber configurations, with panel labels corresponding to rows in Table 1. S/N is measured simply as the mean count level divided by the root-mean-square of the count level in the 7500 Å continuum region of each final one-dimensional spectrum. Vertical lines drawn at S/N values of 5 (solid) and 20 (dotted) are to guide the eye in comparing the panels. The fiber data sets have varying levels of overall quality, mostly due to weather issues.

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In total we obtained 936 spectra, of which 707 were unique objects and 229 were duplicates of the same star obtained in more than one fiber configuration. In some cases the duplication was intentional due to poor signal-to-noise in the first obtained spectrum. In other cases, fibers that could not be assigned to previously unobserved targets were assigned to stars with existing spectra rather than random sky positions. When we have more than one spectrum, we typically have 2, but in a few cases 3–6 different spectra of the same star were obtained.

4. ANALYSIS

Stellar spectral types, spectral type ranges, or spectral type limits are derivable for 619 unique stars based on photospheric absorption lines. An additional 88 unique stars were observed, but no spectral type could be ascertained. The unclassifiable spectra were either low signal-to-noise ratio (the minority) or dominated by contamination from bright nebular continuum and/or strong line emission (the majority) that could not be removed using our sky subtraction techniques. A small fraction, however, are extreme accreting objects in which the continuum excess and line emission is similar to nebular contamination, but originates in the circumstellar environment. In cases of strong Ca ii triplet emission the two possibilities can be distinguished, but in neither scenario can an underlying spectral type be determined. Consistent with convention, the objects lacking absorption features but having strong Ca ii triplet emission are noted as "cont+emis."

Figure 2 shows distributions of I-band magnitudes taken from H97 for all stars analyzed in that paper, as well as for the subset that had spectral types at that time, and also for those that are spectral typed in this work. The distributions are somewhat similar but the new set of spectra is biased towards the fainter end of the magnitude distribution. In this section we discuss the spectral classification process including its sensitivity to effective temperature and surface gravity (Section 4.1), then our quality control procedures (Section 4.2), and our spectral type results (Section 4.3). Finally we discuss the Ca ii emitters which exhibit unambiguous evidence for disk-to-star accretion (Section 4.4).

Figure 2.

Figure 2. Histograms of I-band magnitudes for the H97 sample, with the top panel showing the full photometric sample, the middle panel highlighting those stars with spectral types available at the time of that publication, and the bottom panel showing those stars with spectral types (excluding limits) presented in the last column of Table 2. There is overlap between middle and bottom panels.

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4.1. Spectral Classification Procedure

To classify the spectra we follow the same procedures as are described in Section 3.3 of H97. Specifically, the classification was performed using spectral indices to measure feature depths, in the spirit of O'Connell (1973), and followed up by visual examination of the data. For each feature, 30 Å wide bandpasses were used in creating spectral strength indices from defined on-feature and off-feature wavelength ranges; average fluxes over these bands were calculated. Riddick et al. (2007a) give a thorough description of the relevant molecular and atomic features and their behavior with temperature and surface gravity, as well as the challenges and pitfalls in classifying young stars associated with star formation regions. These effects include accounting for the observational influence of low surface gravity, accretion, large and variable reddening, and nebular contamination in the classification process.

The vast majority of the stars in the optically visible ONC sample are young late K and M type stars. For their classification metal oxide bands were used: four of TiO (λ6760, λ7100, λ7800, λ8465) and two of VO (λ7445, λ7865). These prominent bands are mainly temperature sensitive, making them ideal for the spectral classification. Figure 3 shows a sequence of K and M-type spectra from the WIYN/HYDRA and P200/Norris datasets. The TiO absorption bands used to initially classify the stars are indicated. Stars earlier than mid-K do not have strong TiO features and atomic line ratios were used, such as Ca i λ6162 versus Na i λ5892 for F2–K7 stars, Ca i λ6162 versus Mg i λ5175, upper Paschen lines, and other Ca i and O i lines for A0–F0 stars. Spectral typing for stars earlier than late-K is best done blueward of our spectral range.

Figure 3.

Figure 3. Sequence of spectra compared to the 30 Å wide regions (shaded) used for the TiO band depth measurements in the spectral typing analysis. These are among the higher signal-to-noise ratio spectra in our sample, taken mostly from the WIYN/HYDRA "f2c" configuration. The objects and their spectral types are (top to bottom): H97 5170 (K5–K6), JW 762 (K8–M0e), JW 340 (M2), JW 901 (M2.5–M3.5), H97 5084 (M4), JW 812 (M5), H97 3123 (M6), and JW 1036 (M8–M9). Note the over- and/or under-subtraction in various spectra of numerous nebular emission lines, notably Hα. The second spectrum from the top exhibits weak Ca ii triplet emission (λλ8498, 8542, and 8662) as well as O i emission (λ8446), that is intrinsic to the source and not nebular contamination. The top spectrum has the Ca ii lines in absorption. Note that continuum shapes can be affected by blueing due to accretion processes and/or reddening due to circumstellar and/or interstellar extinction.

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Classifying our red spectra quantitatively first involved two dimensional plots of spectral feature index pairs such as: TiO λ6760 versus TiO λ7100, TiO λ7100 versus TiO λ7800, and VO λ7445 versus VO λ7865. These diagrams were used to initially bin the late type ONC stars by finding the spectral type along the standard star sequence that is closest to the position of the target star. Second, cubic equations were used to fit the standard sequence for each TiO band. The standard stars included those at medium spectral resolution from Allen & Strom (1995) and Kirkpatrick et al. (1991) extending up to M6 (near the brown dwarf limit) and Kirkpatrick et al. (1999) beyond this.

For the majority of stars, different feature strength ratios predicted consistent spectral types. However, using line or band indices gives only an estimate for the spectral type. Hence, after assigning preliminary spectral types by the quantitative analysis techniques described above, each spectrum was examined visually against a grid of the standard star spectra in order to verify and in some cases slightly modify the quantitative spectral types. This step was undertaken separately by two of the authors.

Given the age estimate of the ONC, the stars were assumed to be dwarfs in the above quantitative classification methods, with surface gravity not explicitly taken into account for the initial classification. For spectral types later than about M5, however, there is a strong gravity dependence that must be considered in order to avoid classifying stars later in type than they really are. Since the TiO and VO bands acquire a distinct shape in proceeding from dwarf-like to giant-like surface gravities, particularly the red end of the TiO λ8465 band, this could be accounted for during the visual examination part of the process. Surface gravity effects are also seen in the strength of the Na i doublet (λλ8183, 8194 Å) at spectral types later than M2.

Indeed, being candidate pre-main sequence stars, our objects are expected to have surface gravities in between those of dwarf stars and giant stars, though closer to dwarfs. Thus following Slesnick et al. (2006a) who were themselves guided by the findings of Kirkpatrick et al. (1991), we investigated quantitatively the strength of the Na i λ8190 doublet in our spectra. This feature weakens towards lower values of surface gravity (see Figure 7 of Kirkpatrick et al. 2008 for a demonstration). We show in Figure 4 the same plot utilized by Slesnick et al. (2006b)—their Figure 4—of the gravity-sensitive Na i λ8190 index versus the temperature-sensitive TiO λ8465 and TiO λ7140 indices. ONC stars later than spectral type ∼M2 typically exhibit the intermediate Na i λ8190 line strengths expected from young 1–2 Myr old pre-main sequence stars. Based on this figure, we conclude that the vast majority of the stars M3 and later in our sample can be presumed ONC members given the consistency of their surface gravities with the assumed young age of the cluster. While a few of the M dwarfs could be interlopers along the line of sight with higher surface gravity, the ONC sample at I ≲ 17.5 mag appears to be largely uncontaminated by foreground dwarf stars.

Figure 4.

Figure 4. Gravity-sensitive Na i 8190 Å doublet spectral index plotted as a function of the temperature-sensitive TiO 7140 Å index (left panel) and TiO 8465 Å index (right panel), following Slesnick et al. (2006a, 2006b). ONC data (black points) can be compared to standards of known surface gravity including giants (magenta crosses); dwarfs in the field, Hyades, Pleiades, and AB Dor groups (blue crosses); and intermediate-gravity pre-main sequence stars in nearby young associations 1–10 Myr old (red and green crosses), as indicated in the figure legend. A signal-to-noise cut has been applied to the entire ONC spectral data set with only those objects in the best 20% of our spectral data shown. In the right panel, the Slesnick et al. (2006b) vectors indicating the effects of veiling and reddening are shown. For the left panel the veiling vector would be significantly flatter (Slesnick et al. 2006a) and the reddening vector would be only slightly flatter.

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For those late type stars with medium to high signal-to-noise ratio and that are not severely affected by nebular contamination (which can contribute strong lines in either the on-feature or off-feature band regions) or strong accretion (which can render observed spectra too blue relative to the expected slope for the spectral type), the quantitative method is reliable and robust to visual examination. For stars with a significant amount of reddening, low signal-to-noise ratio, or both, experimentation has shown that the quantitative technique is in fact more trustworthy than ab initio examination by eye. Indeed, for most early-to-mid M type stars, the spectral types adopted were generally those assigned quantitatively. For the late M types, by-eye examination was more rigorous with detailed attention to surface gravity effects needed for accurate classification. At earlier types, some adjustments to the quantitative types were made for nearly all FGK stars. These were at the 1–3 sub-class level for late K stars but more for the earlier types for which our red region spectra include narrow features that are only weakly varying with temperature, and therefore challenging for our coarse quantitative technique. Methods employing equivalent width measurement would be more suitable for quantitative analysis than our wide bandpass methods at these earlier spectral types. As reported above, not all of the spectra were classifiable.

4.2. Spectral Classification Quality Control

In order to assess the quality of the spectral typing, we can look at the sub-set of sources with more than one spectrum obtained and classified. As a reminder, we have 936 total spectra of 707 unique sources, of which 185 unique sources were observed more than once. Of these, only 89 sources have multiply derived spectral types; the remainder have only one or zero of the multiple spectra classifiable (due to either signal-to-noise or nebular contamination issues). Among the 89 stars, 78 have two classifiable spectra and 10 have three classifiable spectra. One source, H97 3132, had six spectra obtained of which five are classifiable. The range in the resulting, independently derived, spectral types has a median value of just one sub-class with standard deviation less than two sub-classes. Of the 89 repeated sources, 52 are typed within one sub-class and 71 within two sub-classes. The outliers with larger discrepancies tend to be G or K stars where accurate spectral typing is more difficult from red wavelength data. Notably, H97 3132 exhibited a range of only one sub-class among the types derived from the five different spectra, which were independently classified as M5.5, M6, M5, M5.5, and M5. It is thus clear that in the presence of good data and minimal complications from astrophysical effects, the methods are robust.

However, a number of systematics are present in the ONC region that can affect the spectral types. The main one is the accuracy of the sky/nebula subtraction. Some of our spectra have a blue spectral energy distribution but also late-type spectral features, which indicates that some nebular contamination remains. Although this slope/spectrum discrepancy can be seen in rapid accretors as well, the Orion Nebula itself predominantly causes the effect in our data sets. Several of the multiply observed stars with large spectral type discrepancies are cases in which one spectrum has much better sky subtraction than the other. For these stars it is easy to see that the later spectral type is the more appropriate one; however, other cases may exist where we have only one spectrum and have classified a star too early, e.g., G or K type, when it is really dominated by nebular continuum that if accurately subtracted would yield a later spectral type. As noted above, the presence of a strong accretion continuum can similarly make a spectrum appear blue as well as fill in the atomic absorption lines, resulting in a spectral classification that is biased earlier than the true type and we may indeed have some of these cases. Another complication to accurate spectral typing is reddening. While we believe our methods are able to account for modest amounts of reddening, it is possible that in extreme cases there are systematic effects that enter and cause larger than average spectral type errors. A final worry is the possible presence of cool spots, similar to those seen on older non-accreting but still active young stars. These could either produce or enhance late type features on the red side of our spectral range, leading to a bias towards a later spectral type assignment than truly characterizes the underlying star. In summary, one or more of the above astrophysical effects could be present and therefore there are possible spectral type biases in both directions.

Finally, we note that for comparison purposes we also ran our spectra through the distributed "SpTclass" software developed by Hernàndez et al. (2004). We found that the combination of spectral resolution and signal-to-noise effects, plus perhaps the lack of flux calibration in our dataset, rendered the SpTclass results suspect. Specifically, the results are somewhat degenerate for stars we classified by hand as F through K7 stars, with little useful output. Even for the standard stars in this spectral type range there was quite a lot of scatter and a bias in the F, G, and early K range for SpTclass to classify stars much later than their true types; in the K5–K8 range, however, there was good agreement. For the later type objects, M0–M9, we found a systematic offset both our object classifications and in tests with standard stars, of approximately 2–2.5 spectral subtypes, now in the sense that the SpTclass results were too early compared to the actual spectral type. We believe that this comparison demonstrates the need to classify stars relative to a grid of standards taken with identical or similar equipment. Furthermore, as our spectra are not flux-calibrated, having been taken with fibers rather than slits, there may be an additional explanation for the systematic effects reported above if the assumptions of the SpTclass software regarding continuum shape are being violated in our dataset. Regardless of any specific SpTclass biases, our experience suggests general caution when considering automated techniques for spectral classification, though they may be very useful when applied to data sets consistent with their development or in less challenging spectroscopy environments than the ONC.

4.3. Spectral Type Results

The final spectral types for our ONC sample are presented in Table 2, where 555 are from the new WIYN/Hydra data and 99 are from the new Palomar/Norris data, with 35 stars classifiable in both spectral data sets. Our newly derived spectral types are on the same system as those in H97, having been assessed by the same author. Figure 5 shows the run of apparent I-band magnitude with spectral type. The scatter at any given magnitude can be attributed to cumulative differences in foreground extinction, accretion continuum excess, and/or stellar radius. For 254 of the 619 stars, the spectral types are the first ever reported. An additional 63 stars have spectral types in other literature more recent than the H97 study and compilation, as cited in Table 2.

Figure 5.

Figure 5. I-band magnitude from H97 vs. spectral type from Table 2. Along the abscissa, spectral type (SpT) is represented numerically in a scheme where 50 corresponds to G0, 60 to K0, and 70 to M0. There is a spread in the apparent magnitudes of ∼5m that is roughly constant with spectral type. We attribute the scatter largely to differential reddening, though variations among stars of the same spectral type in the amount of accretion-related continuum excess emission or in intrinsic radii are also possible contributors.

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Table 2. ONC Spectral Types

Identifiera Right Ascensionb Declinationb Previously Reported SpTc Newly Reported SpTd
3132 5:34:11.52 −5:30:19.7  ⋅⋅⋅  M5.5
3157 5:34:11.70 −5:33:55.9 M1(H)  ⋅⋅⋅ 
3126 5:34:12.91 −5:28:48.1 K7(H)  ⋅⋅⋅ 
3153 5:34:13.07 −5:33:48.3 M3(H)  ⋅⋅⋅ 
3156 5:34:13.22 −5:33:53.5 M2.5e(Sta) M1.5, M2e
3035 5:34:13.70 −5:17:43.8 G:(H) K4–M1
3118 5:34:14.49 −5:28:16.6 G6(H)K0(WSH)  ⋅⋅⋅ 
3007 5:34:14.90 −5:14:18.0 M2.5(H) M3.5
3024 5:34:14.97 −5:15:49.3 M1(H)  ⋅⋅⋅ 
3078 5:34:15.11 −5:23:00.0  ⋅⋅⋅  M2.5

Notes. aThe star numbers are those listed from Jones & Walker (1988) between 1 and 1053, Parenago (1954) between 1054 and 2999, Prosser et al. (1994) for sources given as 9000+ the Prosser number, and Hillenbrand (1997) for sources given as 3000, 5000, 6000 series numbers. bJ2000. cThe sources of the literature spectral types (SpT) are as listed in Hillenbrand (1997) with more recent additions as detailed in the text. The codes are given in the online version of the table. dSpectral type derived in the present study, from the Kitt Peak/WIYN data and/or the Palomar/Norris data. Many stars were classified based on several different spectra and in the cases of disagreements multiple types are listed. eSeveral optically identified objects from previous studies apparently are plate defects (JW 459, JW 699) or nebular knots (PSH 9081, PSH 9326, H97 3071, H97 3089) rather than true stellar point sources. We list them here for completeness but these sources should be removed from future lists of ONC stellar objects. fThese sources have nebular contamination in our spectra but may include some Ca ii emission contribution.

Only a portion of this table is shown here to demonstrate its form and content. Machine-readable and Virtual Observatory (VO) versions of the full table are available.

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4.4. Ca ii Emission Line Results

The strong continuum and line emission from the Orion Nebula combined with the difficulties of sky subtraction using multi-fiber instruments in high background fields such as the ONC, means that many of the emission lines traditionally used to diagnose accretion and outflow in T Tauri stars (e.g., Hα and other Balmer lines, [N ii], [S i] and other forbidden lines) cannot be used to identify such objects of interest among our sample stars. However, Ca ii triplet (λλ8498, 8542, and 8662) emission was identified by Hillenbrand et al. (1998) as being a robust accretion indicator in the ONC, even in the presence of strong nebular background since these high density Ca ii lines typically are not seen in nebular spectra at low spectral resolution. With the line strengths and profile widths that are observed in young stars, Ca ii triplet emission is attributed to accretion processes rather than to chromosphere activity that would produce weaker lines (Herbig & Soderblom 1980; Hamann & Persson 1992; Soderblom et al. 1993; Azevedo et al. 2006; Kwan & Fischer 2011). The physical conditions responsible for the emission appear to require high density, nH ∼ 1012 cm−3 and moderate to low temperature, T < 7500 K (Kwan & Fischer 2011).

Approximately 20% of our stars exhibit Ca ii triplet emission, consistent with the fraction reported in the earlier Hillenbrand et al. (1998) study. Figure 6 shows some example spectra of strong, medium, and weak emitters which occur mainly among the late K and early M spectral types while Figure 7 shows a histogram of the measured Ca ii λ8542 (pseudo) equivalent widths. We measured equivalent widths using splot in IRAF for each of the Ca ii triplet lines against the pseudo-continuum, as well as the nearby O i 8446 Å line. Notes were made concerning the strength of the upper Paschen lines and whether the Ca ii lines have significant H i contamination (plausibly from strong accretion, but more likely from incomplete nebular subtraction). Our identification of emitters has required that the Ca ii line series have either the 8542 Å line stronger than any 8600 Å pure H i, or 8498 Å stronger than 8542 Å. Because the local continuum is significantly depressed for M-type photospheres relative to earlier spectral types, there is an expected spectral type dependence of the measured equivalent widths for a given constant Ca ii line strength. We also note that many of the stronger emitters are variable among our several spectra, at a level up to 25%.

Figure 6.

Figure 6. Example Ca ii triplet emission spectra. The top spectrum is one of the strongest emission line sources in the sample presented here, with λ8542 equivalent width of almost −40 Å, while the bottom spectrum is one of the weaker emitters at −1.2 Å. Note the variation among sources in the triplet line ratios; for classical T Tauri stars in Taurus, the λ8542 line is generally the strongest with typical values of 1.20 ± 0.19 for the 8542 Å to 8498 Å ratio and 1.28 ± 0.13 for the 8542 Å to 8662 Å ratio (based on analysis of our own collection of optical spectra for representative samples). Most sources show weak O i emission along with the stronger Ca ii.

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Figure 7.

Figure 7. Histogram of Ca ii λ8542 equivalent widths (EQW) measured for several hundred of our spectra with adequate signal-to-noise in the continuum. Labels mark the identifiers from Table 2 of the readily diagnosed Ca ii triplet emitters; each star appears only once, with equivalent widths measure from different spectra of the same object averaged. Approximately ∼40% of the measured spectra and ∼20% of the total sample have notable emission. Some stars with multiple spectra exhibited line variability up to the 25% level, which could move them between bins on this plot.

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The range of equivalent width values in the ONC fully populates the range seen in other star-forming regions. A linear relationship between Ca ii triplet line flux and total accretion luminosity is now well-established in the literature (e.g., Muzerolle et al. 1998; Herczeg & Hillenbrand 2008; Dahm 2008). With knowledge of M*/R*, such measurements can lead to derivation of mass accretion rates. In the absence of stellar parameters, however, and with only equivalent widths rather then line fluxes (which would require either flux-calibrated spectra or contemporaneously obtained I-band photometry to mitigate errors due to variability) we cannot derive accretion rates here. We can comment, though, that the previously established correlations suggest that Ca ii λ8542 equivalent widths in the range 0.5–40 Å for low mass stars correspond to accretion luminosities in the range 10−5 to 0.1 L and accretion rates from <10−10 to 10−6.5M yr−1.

We conclude that a wide range of accretion rates characterizes the young ONC population. Once stellar parameters are better established for our sample, these several hundred young stars can be further investigated for correlations between accretion properties and stellar mass and age.

5. COMPARISON WITH PREVIOUS EFFORTS

All spectral classification results that have been derived from previous spectroscopy for the H97 optical sample are presented in Table 2, along with the spectral types newly derived in this paper. The historical data is mostly from the H97 compilation, but also included are our own revisions and updates based on that same spectral data set4 as well as more recent estimates of spectral types by, e.g., Luhman et al. (2000), Lucas et al. (2001), Rhode et al. (2001), Wolff et al. (2004), Slesnick et al. (2004), K. Stassun (2005, private communication), Riddick et al. (2007b), H. C. Stempels (2009, private communication), Weights et al. (2009), Daemgen et al. (2012), and Correia et al. (2013) as referenced. We note that for the Weights et al. (2009), Riddick et al. (2007b), and Lucas et al. (2001) papers it is not straightforward to associate the rounded or truncated coordinate naming system of the authors with objects in our list of interest, especially as the positions for nominally the same objects have changed for some sources between these various studies. We have done our best to match the reported spectral types for these low precision coordinate-based names to known objects within 2'', where possible, based on similarity of reported apparent magnitudes.

Spectral types from the sources listed above for stars that are fainter than the compiled H97 sample appear in Table 3. Note that unlike Table 2, the astrometry reported in Table 3 has varying precision. To the best of our knowledge, Tables 2 and 3 represent the complete list of spectroscopically determined spectral types for ONC stars. Additional photometric spectral types may be found in da Rio et al. (2010).

Table 3. Additional ONC Spectral Types: Stars Fainter Than Those in Table 2

Identifiera Right Ascensionb Declinationb Previously Reported SpTc
[H97b] 10306 05:34:55.90 −05:21:08.5 M6.25(RRL)
[H97b] 10313 05:34:56.95 −05:21:21.9 M6.75(RRL)
[H97b] 20349 05:35:00.90 −05:21:07.3 M8(WLR)
[OW94] 013-306 05:35:01.3 −05:23:06 M7(Luc01)M9(WLR)
[H97b] 10343 05:35:01.37 −05:24:13.3 M6(Luc01)M6.5(RRL)M7.5(WLR)
[OW94] 016-319 05:35:01.6 −05:23:19 L2.5(Luc01) > M9.5(WLR)
[OW94] 016-430 05:35:01.6 −05:24:30 M9(Luc06)M9(WLR)
[H97b] 10348 05:35:01.87 −05:23:53.7 M5(Luc01)M5.75(RRL)M6.5(WLR)
[H97b] 20339 05:35:01.80 −05:21:06.7 K2(Luc01)
[H97b] 10353 05:35:02.31 −05:21:23.4 >M9.5(WLR)
[OW94] 031-524 05:35:03.1 −05:25:24 M7.5(RRL)M8(WLR)
2MASS J05350313-0525364 05:35:03.13 −05:25:36.5 M8.75(RRL) > M9.5(WLR)
[H97b] 10364 05:35:04.19 −05:20:12.0 M6.5(Luc01)M7.75(RRL)M8(WLR)
[H97b] 20296 05:35:04.44 −05:22:19.5 late-M(RRL)
2MASS J05350445-0525264 05:35:04.46 −05:25:26.5 M8.5(WLR)
[H97b] 20282 05:35:04.62 −05:22:44.8 late-M(RRL)
2MASS J05350467-0525508 05:35:04.68 −05:25:50.8 M8.5(RRL)
[H97b] 20302 05:35:04.95 −05:21:42.8 mid-M(RRL)
2MASS J05350557-0521407 05:35:05.57 −05:21:40.7 >M9.5(WLR)
[OW94] 057-247 05:35:05.7 −05:22:47 >M9(Luc06) > M9.5(WLR)
[OW94] 061-401 05:35:06.10 −05:24:00.6 M8(Luc01) > M9.5(WLR)
[HC2000] 509 05:35:06.35 −05:22:11.6 M2–M5(SHC)M2–M7(SHC-ir)
[OW94] 066-433 05:35:06.6 −05:24:33 K4.5(Luc01)
[H97b] 20270 05:35:07.06 −05:25:00.9 M7–M9(SHC)
[H97b] 10380 05:35:07.23 −05:26:38.6 M6.5(RRL)
[OW94] 073-205 05:35:07.3 −05:22:05 M6(Luc01)
[HC2000] 743 05:35:08.10 −05:23:15.2 M6:(SHC-ir)
[HC2000] 433 05:35:08.11 −05:22:37.5 M8(SHC-ir)
[HC2000] 400 05:35:08.22 −05:22:53.2 M7–M8(SHC)M9(SHC-ir)M8.5(RRL)
[HC2000] 725 05:35:08.27 −05:23:07.8 M7:(SHC-ir)
[H97b] 20335 05:35:08.31 −05:19:37.2 M7.25(Luc01)M9(WLR)
[OW94] 084-104 05:35:08.32 −05:21:02.4 L0(Luc01) > M9.5(WLR)
[HC2000] 749 05:35:08.34 −05:23:21.9 M8(SHC-ir)
[H97b] 20208 05:35:08.44 −05:23:04.9 M7(RRL)
[H97b] 10391 05:35:08.42 −05:22:30.3 M2(SHC-ir)
[OW94] 086-324 05:35:08.62 −05:23:24.4 M5.5:(SHC-ir)
2MASS J05350865-0520223 05:35:08.66 −05:20:22.4 M9.5(WLR)
[HC2000] 455 05:35:08.93 −05:22:30.0 M2–M6(SHC-ir)
[HC2000] 724 05:35:09.03 −05:23:26.3 M6:(SHC-ir)
[OW94] 092-532 05:35:09.2 −05:25:32 M7.5(Luc06)M7.5(WLR)
[H97b] 20298 05:35:09.20 −05:26:05.5 M8(RRL)
[H97b] 10403 05:35:09.57 −05:19:42.7 M6.5(Luc01)M6.75(RRL)M9(WLR)
[HC2000] 722 05:35:09.79 −05:24:06.7 M6.5(SHC)
[H97b] 20184 05:35:09.91 −05:24:10.5 M3(SHC)
[HC2000] 62 05:35:10.03 −05:25:01.5 M9(SHC-ir)
[HC2000] 90 05:35:10.38 −05:24:51.6 M7.5(SHC-ir)
[OW94] 107-453 05:35:10.7 −05:24:53 M8(Luc06)M8(WLR)
[HC2000] 529 05:35:10.88 −05:22:06.0 M8(SHC-ir)
[HC2000] 111 05:35:11.15 −05:24:36.5 M9(SHC-ir)
[HC2000] 434 05:35:11.20 −05:22:37.8 M2(SHC-ir)
[HC2000] 515 05:35:11.21 −05:22:10.8 M7:(SHC-ir)
[HC2000] 127 05:35:11.33 −05:24:26.6 M0(SHC-ir)
[HC2000] 559 05:35:11.37 −05:21:54.0 M8(SHC-ir)
[HC2000] 709 05:35:11.63 −05:22:46.1 M5(SHC-ir)
[H97b] 10420 05:35:11.67 −05:26:08.6 early-M(RRL)
[HC2000] 708 05:35:11.92 −05:22:50.9 M4(SHC-ir)
[H97b] 20182 05:35:12.93 −05:24:57.6 M5.25(RRL)
[OW94] 137-532 05:35:13.7 −05:25:32 >M9(Luc06) > M9.5(WLR)
[HC2000] 721 05:35:13.18 −05:24:24.9 M3.5:(SHC-ir)
[H97b] 20377 05:35:14.76 −05:28:31.8 M8.5(RRL)
[OW94] 152-717 05:35:15.2 −05:27:17 >M9(Luc06) > M9.5(WLR)
[HC2000] 600 05:35:15.41 −05:21:39.5 M5(SHC-ir)
[HC2000] 4 05:35:15.56 −05:25:46.8 M4.5(SHC)M5.5(SHC-ir)
[HC2000] 565 05:35:16.01 −05:21:53.1 M8(SHC-ir)
[H97b] 20295 05:35:16.52 −05:26:34.4 M8.75(RRL)
[HC2000] 237 05:35:17.41 −05:23:41.8 M2e(SHC)
[HC2000] 469 05:35:17.58 −05:22:27.8 M(SHC-ir)
[HC2000] 162 05:35:17.58 −05:24:09.0 M5.5(SHC-ir)
[HC2000] 383 05:35:17.84 −05:22:58.2 M4(SHC-ir)
[HC2000] 764 05:35:17.97 −05:23:53.6 M7.5(SHC-ir)
[HC2000] 594 05:35:18.05 −05:21:41.2 M7.5(SHC-ir)
[HC2000] 372 05:35:18.08 −05:23:01.8 M9(SHC-ir)
[OW94] 183-729 05:35:18.3 −05:27:29 >M9(Luc06)M8.75(RRL) > M9.5(WLR)
[OW94] 183-419 05:35:18.32 −05:24:19.9 M2.5(SHC-ir)
2MASS J05351862-0526313 05:35:18.63 −05:26:31.4 M8(RRL)M7(WLR)
[OW94] 188-658 05:35:18.8 −05:26:58 >M9(Luc06) > M9.5(WLR)
[HC2000] 409 05:35:19.04 −05:22:50.7 M0(SHC)
[HC2000] 728 05:35:19.51 −05:23:39.7 M5.5(SHC-ir)
[HC2000] 123 05:35:19.64 −05:24:31.6 M0–M5(SHC)M7.5(SHC-ir)
[HC2000] 59 05:35:19.68 −05:25:05.2 K8–M3(SHC)
[OW94] 196-659 05:35:19.6 −05:27:00 mid-M(RRL) > M9.5(WLR)
[HC2000] 366 05:35:19.63 −05:23:03.6 M7.5(SHC-ir)
[HC2000] 210 05:35:19.86 −05:23:51.6 >M6:e(SHC)M7(SHC-ir)
[HC2000] 365 05:35:20.13 −05:23:04.5 M7:(SHC-ir)
[HC2000] 429 05:35:20.64 −05:22:41.2 M7–M9(SHC)M7.5(SHC-ir)
[HC2000] 732 05:35:20.77 −05:22:39.5 M2.5:(SHC-ir)
[HC2000] 731 05:35:20.79 −05:22:36.3 K7:(SHC-ir)
[H97b] 20241 05:35:20.90 −05:25:34.5 M8(SHC-ir)
[HC2000] 403 05:35:21.02 −05:22:54.3 M7(SHC-ir)
[HC2000] 729 05:35:21.12 −05:22:50.2 M7(SHC-ir)
[HC2000] 27 05:35:21.29 −05:25:33.2 M5(SHC-ir)
[H97b] 20248 05:35:21.35 −05:25:35.0 M8(SHC-ir)
[HC2000] 15 05:35:21.61 −05:25:40.6 M0–M1(SHC)M3.5(SHC-ir)
[H97b] 10597 05:35:21.69 −05:26:52.6 M7.75(RRL)
[HC2000] 730 05:35:21.71 −05:22:38.3 M4(SHC-ir)
[HC2000] 30 05:35:21.83 −05:25:28.4 M0–M3e(SHC)M2(SHC-ir)
[H97b] 10605 05:35:21.99 −05:24:53.3 <K7(SHC-ir)
[HC2000] 55 05:35:22.12 −05:25:07.6 M8(SHC-ir)
[H97b] 10606 05:35:22.17 −05:27:44.7 M5.75(RRL)
[HC2000] 200 05:35:22.54 −05:23:54.8 M3(SHC-ir)
[HC2000] 316 05:35:23.34 −05:23:20.8 M3.5-M5e(SHC)
[HC2000] 212 05:35:23.54 −05:23:51.0 M9(SHC-ir)
[H97b] 10626 05:35:25.03 −05:24:38.4 M7(SHC)
[HC2000] 167 05:35:25.27 −05:24:06.5 M6–M8(SHC)M7.5(SHC-ir)
[HC2000] 48 05:35:25.54 −05:25:11.7 M4(SHC-ir)M6.5(WLR)
[HC2000] 568 05:35:25.56 −05:21:54.0 <K7(SHC-ir)
[HC2000] 70 05:35:25.67 −05:25:02.6 M9(SHC-ir)

Notes. aThe star names are SIMBAD-compatible. Optical names are preferred to infrared names, though 2MASS is used above coordinate-based optical names. It should be noted that the [H97b] identifiers in SIMBAD that begin at 10,000 actually originate with Herbst et al. (2002) and those beginning with 20,000 originate in Rodríguez-Ledesma et al. (2009). bJ2000. Note that the reported coordinates have varying levels of precision and hence accuracy in this crowded field. cThe sources of the literature spectral types (SpT) have the same codes as in Table 2.

Download table as:  ASCIITypeset images: 1 2

Considering now only Table 2, of the 1576 optically visible stars cataloged in H97, about 500 lacked a spectral type or any spectral type constraint at that time, while now just under 200 lack a spectral type estimate. Several tens of stars have only wide ranges or limits for their estimated types, that is, just constraints on the latest or the earliest type that is consistent with the observed spectrum. Many of the stars lacking adequate classification are in regions of bright nebulosity such that repeated observations at optical wavelengths have failed to yield a classifiable spectrum. Others are close companions to brighter stars and likewise have not had suitable spectra obtained.

5.1. Comparison to Hillenbrand (1997) Spectroscopic Types

As reported above, 619 stars are typed from our Norris and HYDRA data. While the observational focus of the new data acquisition was on those stars without previously determined spectral types, in practice we placed fibers on other ONC members rather than not assigning them at all. Thus the set of stars for which spectral types are derived in this paper overlaps significantly with those in the H97 paper. This enables comparison of results obtained with different equipment but using similar analysis methods.

In the vast majority of cases there is remarkable agreement between the previously and presently reported spectral types, as can be seen from examination of Table 2. This is despite the known observational challenges and the likely influence of spectrophotometric variability due to real changes in accretion/extinction parameters. Figure 8 illustrates the direct correlation between H97 and this work; the distribution exhibits a root-mean-squared scatter of 2.25 spectral sub-classes. However, some large discrepancies exist as well, notably when early-K versus mid-M spectral types have been derived for the same star. We advise in these cases that the later spectral type is likely the more accurate one since, as discussed earlier, there are plausible ways to make spectral types appear much earlier than the true type in some data.

Figure 8.

Figure 8. Comparison of spectral types quoted in H97 with those quoted in the last column of Table 2, derived in this study. Along both axes, spectral type is represented numerically in a scheme where 50 corresponds to G0, 60 to K0, and 70 to M0. The dashed line represents one-to-one correspondence with the root-mean-squared deviation 2.25 spectral sub-classes. The largest discrepancies can be attributed to obvious errors in sky subtraction in one or the other set of spectra; this effect probably contributes to the lower level scatter as well.

Standard image High-resolution image

Histograms in Figure 9 show the distribution of stellar types from H97 compared to the distribution in the new spectral dataset. While the histograms are similar in terms of rising from earlier to later types with a peak around M5, there are notably fewer extremely late type stars seen here compared to what was reported in the H97 paper.

Figure 9.

Figure 9. Histograms comparing the samples of newly derived spectral types and those previously reported in H97. Along the abscissa, spectral type is represented numerically in a scheme where 50 corresponds to G0, 60 to K0, and 70 to M0.

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5.2. Comparison to da Rio et al. (2010, 2012) Photometric Types

da Rio et al. (2010) derive spectral types for 217 late type stars in the ONC based on narrow band photometry, employing a novel TiO photometric index defined as the measured magnitude in a 200 Å wide filter centered at 6200 Å relative to the magnitude at that same wavelength interpolated from a linear fit to V- and I-band photometry. da Rio et al. (2012) obtained a deeper photometric dataset and used a similar technique based on a longer wavelength 7700 Å narrow band filter, to derive spectral types and extinction values for 1280 objects. The TiO index (narrow band photometric) technique is in fact similar in spirit to the spectroscopic TiO band indices that we have employed here. The photometric spectral types from these two da Rio et al. studies range between M2 and M6, where the technique is valid, and have estimated errors of typically one to two sub-classes.

In Figure 10 we directly compare the da Rio et al. photometric spectral types with the spectroscopic spectral types quoted in Table 2; the correlation exhibits a root-mean-squared scatter of 1.75 spectral sub-classes. In total, a sample of 437 stars is available for comparison between the spectroscopic and photometric spectral types, with all 437 of those having 7700 Å TiO spectral types, and 315 having 6200 Å TiO spectral types as well, when both photometric methods could be applied. While the scatter seems large between the photometric and spectroscopic methods (filled symbols), it appears to be no worse at these late types than between the new spectroscopy and the old spectroscopy (open symbols) probing a slightly earlier spectral type range. It should be noted that, as discussed above, the error bars in this earlier regime are larger than those suggested at the later types from either the photometric methods (one to two sub-classes) or the spectroscopic methods (0.5 sub-classes based on repeated robust measurements of the same star but up to two sub-classes including systematic effects).

Figure 10.

Figure 10. Comparison of spectral types (SpT) quoted in da Rio et al. (2012) with the ones quoted in the last column of Table 2, derived in this study. Along both axes, spectral type is represented numerically in a scheme where 50 corresponds to G0, 60 to K0, and 70 to M0. Filled circles represent spectral types based on the 7700 Å TiO index developed by da Rio et al. (2012). Filled triangles are sources without 7700 Å types but instead have their spectral types derived from a similar 6200 Å TiO index in da Rio et al. (2010). Open diamonds do not have photometric TiO types available and so the comparison for these generally earlier type stars is to the spectroscopically determined spectral type quoted in H97, which was adopted by da Rio et al. (2012). The dashed line represents one-to-one correspondence with the root-mean-squared deviation 1.75 spectral sub-classes.

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da Rio et al. (2012) also devised procedures to de-redden their photometry and obtain both AV and Teff for individual late type stars. We have mimicked their analysis by performing synthetic photometry on our spectra based on the bandpasses specified by da Rio et al. (2012). Although the spectra we have are not flux calibrated, because the TiO index on-band and off-band filter profiles are so close in wavelength this should have only a minor effect. The resulting color–color diagram based on our spectra (not shown) is indeed similar in appearance to the one based on narrow band photometry that is presented in da Rio et al. (2012)—their Figures 5 and 11. Specifically, there is a narrow finger of stars having no indication of TiO depression but a range of reddening values, and then a spread along the TiO index or temperature-sensitive axis, as well as along a nearly orthogonal reddening vector.

We have further followed the da Rio et al. (2012) methodology for deriving both AV and Teff, finding for our sample extinction values in the 0–3 mag range and effective temperatures in the 2700–3900 K indicated. While illustrative of the consistency between different methods for deriving spectral types and then physical parameters from them, it should be noted that the scatter between the two TiO photometric methods (TiO 6200 Å in da Rio et al. 2010 versus TiO 7700 Å in da Rio et al. 2012) is itself 0.03 in log Teff, corresponding to 1.5 spectral sub-classes in the M star regime, and comparable to the estimated errors in the photometric spectral typing method.

We conclude for mid- to late-M-type stars that spectral typing through the use of narrow-band photometric methods is no less accurate in the mean than spectral typing through spectroscopic methods. For early M stars, however, there is a systematic discrepancy with later types being assigned through the photometric method than appear reasonable from the spectroscopy. This could be due to nebular contamination in the spectra, the photometry, or both.

5.3. Spectral Type Variables

There is good correlation demonstrated overall in Figures 8 and 10, as well as general agreement over many decades in the spectral types derived by different authors for the same stars (see Table 2). However, there are some cases where large discrepancies are apparent.

We highlight the case of JW 20 as an illustration. The H97 spectral type (based on data from 1996 February) was M3.5. However, the spectrum presented here (based on data from 2006 January) is that of a K8 star, as illustrated in Figure 11. The star is only a small-amplitude optical variable (0.05 mag; Herbst et al. 2002) with all available literature and catalog near-infrared photometry consistent within 0.1 mag and the mid-infrared variability similarly small amplitude (Morales-Calderón et al. 2011). Nevertheless, between the two spectra taken 10 yr apart, the deep TiO and VO bands decreased in strength and Ca ii triplet absorption was revealed.

Figure 11.

Figure 11. Example of an object, JW 20, whose spectrum appears to have varied significantly between observations taken about ten years apart. There is no apparent instrumental or observational reason for the discrepancy and an astrophysical origin is suggested. Furthermore, while a large change in accretion-induced veiling could change the continuum and weaken the TiO absorption, it is hard to explain the concomitant appearance of Ca ii triplet absorption. A scaled down sky spectrum is also shown, to illustrate the spectral regions where nebular line contamination are most prominent.

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We cannot explain this discrepancy in terms of signal-to-noise challenges nor can we rationalize an explanation through observational confusion since there are no other optical or near-infrared sources within 30''. Data for both spectra were taken with the WIYN/HYDRA fiber positioner and there are no indications among the other objects of problems with the pointing. Although the exact position of the sky fiber location was different, the sky subtraction method employed was the same, and we cannot see a way of producing these two different spectra if sky/nebula subtraction accuracy was the only variation.

Careful examination of Table 2 reveals several other such stars with large spectral type discrepancies. We are driven to the conclusion that in at least some cases, e.g., JW 20 and JW 798, astrophysical origin must be considered plausible. In other cases there may be explanations; as examples, for JW 625, H97 3030, and likely others, there is strong nebular contamination either on-source or in the available sky positions, while for H97 3067 a nearby brighter source could contaminate an on-source fiber spectrum during poor seeing conditions. These difficulties inherent to crowded, nebular star forming regions are non-astrophysical sources of discrepant spectral types that should be considered, in addition to low signal-to-noise, as possible classification biases.

6. SUMMARY

We have presented an analysis of new low-resolution optical spectra that extends and updates the catalog of spectral types for optically visible stars in the ONC. For 254 of our 619 newly typed stars, we present the first published spectral classifications. Of the approximately 1600 sources in the optical photometric catalog presented by H97, 90% now have spectral types or spectral type constraints based on low-resolution optical spectroscopy, compared to just 68% at the time of that paper and 5% previous to that paper. Many of the optical stars still have only wide ranges or limits on their spectral types, and not single valued spectral types. A similar number of optically invisible stars await the application of infrared spectral typing techniques, which will be no less challenging given the complex background of the Orion Nebula.

The newly derived and the older optical spectral type distributions appear to have similar shape. In a point-by-point comparison, spectral classification differences are typically around two spectral sub-classes. We have also compared our grating spectrograph methods to narrow band photometry methods for deriving spectral types, and also found that the scatter of nearly two spectral sub-classes is somewhat larger than the precision estimates claimed for each method. Some young stars may exhibit real spectral variability over time.

With the current set of spectral types as well as recently available high quality optical photometry (e.g., da Rio et al. 2009) plus a substantial recent revision in the accepted distance to the ONC, it is timely to revisit not only the H-R diagram and its derivatives, as in da Rio et al. (2012), but also investigations of stellar activity, stellar rotation, and circumstellar disk properties in this star forming region.

We acknowledge with gratitude the expert assistance of Todd Small concerning usage of the Palomar/Norris spectrograph and its data products as well as team HYDRA at KPNO/WIYN. Emma Hovanec helped with the measurement and tabulation of emission lines. We thank Nicola da Rio for providing material that enabled the comparison shown in Figure 10. Some financing for the middle stages of this work was provided in the mid-2000's through the HST/Treasury program on the ONC (PI: Massimo Robberto). This research has made use of the SIMBAD database, operated at CDS, Strasbourg, France.

Facilities: Hale (Norris) - Palomar Observatory's 5.1m Hale Telescope, WIYN:0.9m (HYDRA) - WIYN 0.9m Observatory at Kitt Peak National Observatory

Footnotes

  • Traditionally, the Trapezium Cluster is the densest part of the ONC within about 2' (corresponding to ∼0.3 pc), while the larger ONC extends to about 20' (<3pc).

  • Some of the latest type stars were reclassified either as described in Slesnick et al. (2004) or here, based on improved attention to the effects of surface gravity on temperature diagnostics; these are somewhat subtle at low signal-to-noise ratio and were not fully appreciated at the time of the H97 study.

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10.1088/0004-6256/146/4/85