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SPECKLE INTERFEROMETRY AT THE U.S. NAVAL OBSERVATORY. XVIII

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Published 2012 April 16 © 2012. The American Astronomical Society. All rights reserved.
, , Citation Brian D. Mason et al 2012 AJ 143 124 DOI 10.1088/0004-6256/143/5/124

1538-3881/143/5/124

ABSTRACT

The results of 2490 intensified CCD observations of double stars, made with the 26 inch refractor of the U.S. Naval Observatory, are presented. Each observation of a system represents a combination of over 2000 short-exposure images. These observations are averaged into 1462 mean relative positions and range in separation from 0farcs56 to 71farcs80, with a mean separation of 14farcs81. This is the 18th in this series of papers and covers the period 2011 January 3 through 2011 December 18. Also presented are four pairs which are resolved for the first time, thirteen other pairs which appear to be lost, and linear elements for four additional pairs.

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1. INTRODUCTION

This is the 18th in a series of papers from the U.S. Naval Observatory's speckle interferometry program, presenting results of observations obtained at the USNO 26 inch telescope in Washington, DC. Over 26,000 measures have now resulted from this program since its inception by Charles Worley, Geoff Douglass, and colleagues in the early 1990s (see Douglass et al. 1997).

From 2011 January 3 through 2011 December 18, the 26 inch telescope was used on 59 of 242 (24%) scheduled nights. While most nights were lost due to weather conditions, time was also lost due to equipment upgrades, mechanical issues, and to a lack of observing personnel. All observations were obtained with the secondary camera, described by Mason et al. (2007).

Most of the systems observed with this camera have separations well beyond the regime in which there is any expectation of isoplanicity, so we classify the observing technique for all of these measures as just "CCD astrometry," rather than speckle interferometry. Despite this classification, there is an expectation that the resulting measurements have smaller errors than classical long focus CCD astrometry. Each measurement is the result of many hundreds of correlations per frame, and up to several thousand frames per observation. This ensemble of observations is then processed and measured using the conventional directed vector autocorrelation techniques used by the CHARA and USNO speckle teams for over 20 years.

While individual nightly totals varied substantially from 3 to 101 objects per night (mean 42.2), the results yielded 2490 observations and 2610 resolutions. After removing marginal observations, calibration data, and tests, a total of 2396 measurements remained, including measures obtained in 2007–2008. These were grouped into 1462 mean relative positions, including 23 confirmations of double stars with only one previous observation.

Observing list construction and calibration procedures remain the same as those described for the "secondary" camera in Mason et al. (2007). This method also allowed us to use double stars to evaluate system accuracy and precision by observation of well-characterized orbital or linear solutions. Evaluation of the ensemble of the tabulated O − C in Table 3 allows the error to be grossly characterized as ±1fdg0 in position angle and ±1%ρ in separation.

2. RESULTS

2.1. New Pairs

Table 1 presents coordinates and magnitude information from CDS2 for four pairs which are measured here for the first time. All were observed as closer components to known systems or pairs in the same field of view. Column 1 gives the coordinates of the primary of the pair. Column 2 is the discoverer designation (where WSI = Washington Stellar Interferometer) number. Columns 3 and 4 give the visual magnitudes of the primary and secondary from Aladin for these pairs, and Column 5 notes the circumstance of the discovery. The mean double star positions (T, θ, and ρ) of these systems are given in Table 2.

Table 1. New WSI pairs

Coordinates Discoverer Magprimary Magsecondary Note
α, δ (2000) Designation (V) (V)  
044046.06+205221.0 WSI 43 9.9 11.3 a
055614.22+435534.9 WSI 44 CD 10.7 12.0 a
061554.30+000011.1 WSI 45 AB 12.1 14.1 b
210950.29+364551.7 WSI 50 AB 9.9 12.5 b

Notes. aAppears to be a common proper motion companion. Measure confirmed with Two Micron All Sky Survey matching. bPhysicality status unknown, but closer than the known pair, now designated AC, measured here as well.

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Table 2. ICCD Measurements of Double Stars

WDS Desig. Discoverer Epoch θ ρ n Note
α, δ (2000) Designation 2000.+ (○) ('')    
00001+5400 ES 704 11.918 116.1 4.38 2  
00011+6336 MLB 240 11.853 42.1 5.99 2 C
00039+6041 PTT 19 11.853 3.5 15.33 2 95,C
00040+6050 HJ 1930 11.853 166.4 10.95 2  
00043+4235 HJ 1932 AB 11.790 306.5 7.11 2  
00043+4235 WAL 4 AC 11.790 187.9 46.81 1  
00046+4723 ES 1293 11.643 185.3 5.93 2  
00049+4939 ES 864 11.790 167.8 9.03 1  
00083+2029 BOW 3 11.880 47.5 3.18 3  
00088+5439 STI 1283 11.918 125.1 13.05 2  

Notes. A: While it does not match the discovery measure, it matches the recent measures well. B: Typo or identification error in Espin (1908) measure. Both these match the discovery measure of Herschel (1831) quite well. C: Confirming observation. D: Large position change, but identification not in doubt. E: Incomplete orbital elements in Hopmann (1960). F: First resolution of a new pair. See Table 1. G: Wider pair listed by discoverer and not in earlier WDS editions. Discovery designation added recently, so not in the discoverer's ordinal list. N = 51–115: Number of years since the last measure.

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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2.2. Measures of Known Pairs

Table 2 presents the mean relative position of the members of 1462 systems having no published orbital or rectilinear elements. The first two columns identify the system by providing its epoch-2000 coordinates and discovery designation. Columns 3 through 5 give the epoch of observation (expressed as a fractional Besselian year), the position angle (in degrees), and the separation (in seconds of arc). Note that the position angle has not been corrected for precession and is thus based on the equinox for the epoch of observation. Objects whose measures are of lower quality are indicated by colons following the position angle and separation. These lower-quality observations may be due to one or more of the following factors: close separation, large Δm, one or both components very faint, a large zenith distance, and poor seeing or transparency. They are included primarily due to either the confirming nature of the observation or the number of years since the last measured position. The sixth column indicates the number of independent measurements (i.e., observations obtained on different nights) contained in the mean, and the seventh column flags any notes. The 1462 measurements in Table 2 have a mean separation of 14farcs91 and a median separation of 9farcs48.

The most common note indicators are either "C," indicating a confirming observation, or a number (N) indicating the number of years since the system was last measured. This is only given for systems with N ⩾ 50 years. Twenty-three systems are confirmed here. Since priority is given to both unconfirmed systems and to systems not observed recently, the time since the last observation can be surprisingly large; for the systems in Table 2 the average time since the last observation is 11 years (59 years for those measures of reduced accuracy). Twenty systems had not been observed in 50 years or more and twelve had not been observed for at least a century. The maximum such time span was 115 years for SEI1476, SEI1431, and SEI1428 (Scheiner 1908). The long delay in confirming these historic pairs was simply due to poor coordinates—most had only arcminute-precise published coordinates, precessed without proper motion correction from the original coarse epoch-1820 α and δ. Also included in Table 2 are seven measures from 2007. These pairs, originally slated for Mason et al. (2008), were very different from the historical measures and were withheld until those large differences could be verified.

2.3. Orbit and Linear Calculations

Table 3 presents the mean relative positions for 131 systems with published orbital determinations or linear solutions. The first six columns are identical to the corresponding columns of Table 2. Columns 7 and 8 give O − C residuals (in θ and ρ) to the determination referenced in Column 9. The reference is either to a published orbit or linear calculation. Notes follow in Column 9. The objects in Table 3 tend to be more frequently observed than those in Table 2. Here mean and median separations of 15farcs33 and 20farcs66 are determined, with a mean time interval since the last observation of only 3.6 years. In nine cases, it is not possible to yet ascertain the preferred determination and additional residual lines are provided.

Table 3. Measurements of Systems with Orbits or Rectilinear Solutions

WDS Desig. Discoverer Epoch θ ρ n O − C O − C Reference Note
αδ (2000) Designation 2000.+ (○) ('')   (○) ('')    
00032+4508  HJ 1927 11.643 72.8 9.83 2 −0.1 −0.05 Hartkopf & Mason (2011)  
00057+4549  STT 547 AB 11.643 186.4 6.02 2 −0.7 0.08 Popovic & Pavlovic (1996)  
            −0.3 −0.02 Kiyaeva et al. (2001)  
00063+5826  STF 3062 11.662 350.4 1.45 1 0.5 −0.10 Söderhjelm (1999)  
00159+5233  ES 865 AB 11.662 102.2 4.17 2 0.1 0.07 Hartkopf & Mason (2011)  
00277−1625  HJ 1968 AB 11.009 234.1 35.35 1 0.3 −0.03 Hartkopf & Mason (2011)  
00403+2403  BU 1348 BC 11.643 246.7 32.85 2 −0.6 −0.24 Table 5  
00455+1232  HJ 7 11.643 304.3 26.29 1 −0.1 0.11 Table 5  
00464+3057  STF A 1 11.662 46.5 47.02 1 0.1 −0.26 Hartkopf & Mason (2011)  
01052+4354  A 1810 11.643 182.1 2.97 2 0.3 −0.04 Hartkopf & Mason (2011)  
01172+0201  HDO 45 11.643 103.2 37.99 2 0.0 −0.07 Table 5  
01207+4620  STF 112 AB 11.643 336.5 19.17 2 0.2 0.10 Hartkopf & Mason (2011)  
01374+5838  STT 33 AB 11.662 77.5 26.64 1 0.2 −0.22 Hartkopf & Mason (2011)  
01395+3216  SEI 19 11.919 347.6 18.86 2 0.2 0.20 Hartkopf & Mason (2011)  
01404+3420  FOX 118 AC 11.018 137.5 63.24 1 0.5 0.35 Hartkopf & Mason (2011)  
01404+3420  STF 143 AB 11.018 319.0 46.03 1 0.2 0.02 Hartkopf & Mason (2011)  
01459+7142  HJ 1089 AB 11.643 89.2 26.44 1 0.2 −0.14 Table 5  
01522+6627  STF 167 11.662 313.9 31.30 1 0.2 −0.02 Hartkopf & Mason (2011)  
01581+4123  S 404 AB 11.018 83.6 28.98 1 0.0 0.15 Hartkopf & Mason (2011)  
02011+3518  STF 197 AB 11.018 232.7 37.30 1 0.0 −0.58 Hartkopf & Mason (2011)  
02157+6740  ENG 10 AB 11.037 328.2 23.83 1 0.6 0.03 Hartkopf & Mason (2011)  
02157+6740  ENG 10 AB 11.796 327.6 24.25 3 0.5 0.04 Hartkopf & Mason (2011)  
02201+5922  SMA 32 11.037 122.2 18.12 2 0.3 0.04 Hartkopf & Mason (2011)  
02407+6117  STF 284 AB 11.701 190.4 6.82 2 0.0 −0.06 Hartkopf & Mason (2011)  
02578+4431  STF 328 AB 11.053 305.8 15.06 1 0.3 0.04 Hartkopf & Mason (2011)  
03047+6346  STF 335 11.037 161.5 21.55 2 0.4 0.09 Hartkopf & Mason (2011)  
03053+4254  HJ 2171 11.010 308.1 16.09 2 1.8 −0.59 Hartkopf & Mason (2011)  
03122+3713  STF 360 11.010 125.8 2.79 3 −0.2 −0.04 Mason et al. (2004)  
            0.5 −0.07 Hartkopf & Mason (2011)  
03162+5810  MLB 115 AB 11.662 3.6 5.02 2 0.3 0.05 Zirm (2008)  
03207+4641  BU 1294 11.643 239.0 8.54 2 0.4 −0.01 Hartkopf & Mason (2011)  
03298+8402  STF 343 AB 11.037 327.5 34.92 1 1.0 −0.11 Hartkopf & Mason (2011)  
03314+0131  HJ 2194 11.919 120.8 34.25 1 0.2 −0.19 Friedman et al. (2011)  
03320+6735  STT 54 AB 11.662 0.9 22.09 1 −0.2 0.11 Hartkopf & Mason (2011)  
03345+5335  HJ 2192 AB 11.662 239.2 30.37 1 0.1 0.06 Hartkopf & Mason (2011)  
03440+3822  STF 434 AB 11.010 82.8 33.40 1 0.4 −0.23 Hartkopf & Mason (2011)  
03480+3821  STF 447 11.010 156.7 31.76 1 0.2 0.08 Hartkopf & Mason (2011)  
04016+3840  STF 476 AB 11.010 289.6 25.66 2 0.4 0.02 Hartkopf & Mason (2011)  
04027+5428  AG 307 11.662 328.5 13.11 2 −0.2 −0.07 Hartkopf & Mason (2011)  
04111−1826  UPT 1 11.010 94.6 3.45 2 −0.1 −0.15 Hartkopf & Mason (2011)  
04204+2721  SHJ 40 AB 11.064 257.6 48.30 1 −0.1 −0.20 Hartkopf & Mason (2011)  
04341+5301  ES 2608 AB 11.952 355.6 20.14 2 0.1 0.03 Hartkopf & Mason (2011)  
04433−0937  STF 588 AC 11.092 268.6 44.82 1 0.1 −0.10 Hartkopf & Mason (2011)  
04472+2027  KU 85 11.054 32.2 33.44 1 0.1 −0.03 Hartkopf & Mason (2011)  
04588+4408  STF 613 AB 11.054 99.9 11.86 1 0.5 0.11 Hartkopf & Mason (2011)  
04599+0031  J 47 11.092 297.2 5.65 1 −0.1 −0.26 Hartkopf & Mason (2011)  
05154+3020  AG 92 AB 11.149 334.8 24.99 1 −0.2 0.05 Hartkopf & Mason (2011)  
05276−0038  BAL 670 11.946 302.8 10.83 2 −0.9 −0.14 Hartkopf & Mason (2011)  
05407−0157  STF 774 AB 11.946 164.8 2.45 1 −1.4 0.24 Hopmann (1967)  
05429+0001  STF 782 AB 11.947 305.5 47.05 1 0.2 0.12 Hartkopf & Mason (2011)  
05487−0856  A 499 AB 11.947 230.9 12.28 1 −2.8 −0.13 Hartkopf & Mason (2011)  
06096+0540  STF 859 AB 11.802 242.3 44.85 1 0.2 −0.17 Hartkopf & Mason (2011)  
06121−1309  STF 875 11.947 323.2 4.42 2 −0.6 0.04 Hartkopf & Mason (2011)  
06195+1220  STF 892 11.966 40.7 39.41 2 0.1 −0.05 Friedman et al. (2011)  
06212+2108  S 513 BC 11.136 103.0 14.22 1 −2.0 0.39 Hartkopf & Mason (2011)  
06231−1553  STN 13 AB 8.138 322.0 6.97 1 1.2 −1.35 Hartkopf & Mason (2011)  
06231−1553  STN 13 AB 11.794 322.1 8.33 2 1.1 −0.06 Hartkopf & Mason (2011)  
06269+2951  HJ 388 11.966 141.9 25.80 2 0.9 −0.32 Friedman et al. (2011)  
06486−0405  A 58 AB 11.947 161.1 5.02 2 0.3 −0.01 Hartkopf & Mason (2011)  
07143+1546  STF 1047 A,BC 11.816 29.9 23.97 2 −0.3 0.27 Hartkopf & Mason (2011)  
07375−0059  HO 35 AC 11.264 219.3 34.79 1 −1.7 −0.36 Hartkopf & Mason (2011)  
07399+2643  HJ 765 AB 11.136 229.6 21.58 3 −0.8 0.41 Hartkopf & Mason (2011)  
07399+2643  HJ 765 AC 11.136 301.2 47.77 1 −0.1 −0.08 Hartkopf & Mason (2011)  
07492+0605  HJ 61 11.264 166.6 18.52 1 0.2 0.41 Hartkopf & Mason (2011)  
07534+2050  HJ 432 AB 11.264 277.1 14.86 1 0.0 −0.01 Hartkopf & Mason (2011)  
08047+1204  STF 1179 AB 11.947 201.5 23.43 3 0.0 0.15 Hartkopf & Mason (2011)  
08122+1739  STF 1196 AB 11.816 33.4 0.99 1 2.2 −0.09 Mason et al. (2006)  
08122+1739  STF 1196 AB,C 11.816 66.6 6.22 2 −1.0 0.30 Heintz (1996)  
09522+0313  BAL 2368 11.264 79.1 50.51 1 0.2 −0.26 Hartkopf & Mason (2011)  
10029+6847  STF 1400 AB 11.286 225.8 3.15 3 0.8 −0.33 Hartkopf & Mason (2011)  
10351+3508  STF 1449 AC 11.303 284.5 41.27 1 0.2 0.26 Hartkopf & Mason (2011)  
10470+1302  STF 1472 11.196 37.0 43.05 1 0.0 −0.11 Hartkopf & Mason (2011)  
11128+0453  J 1011 11.966 43.7 3.99 2 −0.6 −0.11 Hartkopf & Mason (2011)  
11170−0708  BU 600 AC 11.360 98.8 53.23 1 0.2 −0.18 Hartkopf & Mason (2011)  
11182+3132  STF 1523 AB 11.298 201.2 1.51 3 −0.6 −0.11 Mason et al. (1995)  
11182+3132  STF 1523 AB 11.424 200.5 1.47 4 −0.4 −0.15 Mason et al. (1995)  
11182+3132  STF 1523 AB 11.966 197.7 1.51 2 0.8 −0.12 Mason et al. (1995)  
11347+6339  STF 1550 11.286 42.3 18.38 2 0.0 0.07 Hartkopf & Mason (2011)  
11387+4507  STF 1561 AB 11.306 246.8 8.98 2 0.2 0.04 Hale (1994)  
11390+4109  STT 237 AB 11.966 243.7 1.92 1 −1.0 −0.10 Seymour et al. (2002)  
11406+2102  STF 1566 11.303 350.0 2.31 1 −0.4 −0.09 Hartkopf & Mason (2011)  
11456+0354  HJ 1196 11.265 204.1 45.62 1 0.0 0.01 Hartkopf & Mason (2011)  
12071+6905  STF 1602 AB 11.287 179.7 20.66 1 0.1 0.09 Hartkopf & Mason (2011)  
12215+2130  KU 103 11.358 339.7 23.93 2 0.1 0.06 Hartkopf & Mason (2011)  
12243+6348  STF 1640 11.303 244.1 37.67 1 0.0 −0.01 Hartkopf & Mason (2011)  
12281+4448  STF 1645 11.303 157.2 9.73 1 0.1 0.01 Hartkopf & Mason (2011)  
12383+0330  BAL 2854 11.358 301.1 16.66 1 −0.6 0.26 Hartkopf & Mason (2011)  
12383−1131  STF 1664 AB 11.240 223.7 38.02 1 0.1 −0.20 Hartkopf & Mason (2011)  
12417−0127  STF 1670 AB 11.535 195.9 1.56 2 0.3 −0.14 Scardia et al. (2007) a
12459+1009  HJ 217 BC 11.358 140.5 45.45 1 0.0 0.04 Hartkopf & Mason (2011)  
12525+0712  HJ 2621 BC 11.358 186.9 26.31 1 −0.2 0.41 Hartkopf & Mason (2011)  
13064+7618  HJ 2644 11.287 250.8 36.49 1 0.4 −0.01 Hartkopf & Mason (2011)  
13532+0514  HJ 2690 11.358 101.8 26.03 1 0.0 −0.04 Hartkopf & Mason (2011)  
13540+3209  KU 47 AB 11.361 149.4 22.11 1 0.1 0.05 Hartkopf & Mason (2011)  
14024+4620  SWI 1 11.451 24.4 3.67 2 −1.0 0.04 Seymour et al. (2002)  
14065+7058  HJ 2703 11.287 342.7 12.43 2 0.5 0.03 Hartkopf & Mason (2011)  
14131+5520  STF 1820 11.451 121.0 2.60 2 −0.2 −0.04 Kiyaeva et al. (1998)  
14135−0900  STF 1811 11.421 332.1 42.77 1 −0.1 −0.01 Hartkopf & Mason (2011)  
14135+5147  STF 1821 11.437 235.5 13.60 1 0.7 −0.61 Kiyaeva (2006)  
14203+4830  STF 1834 11.430 103.3 1.54 2 −0.2 −0.02 Seymour & Mason (2000)  
14287−1012  STF 1847 11.421 270.3 36.67 1 0.2 −0.16 Hartkopf & Mason (2011)  
14307+8308  LDS 1800 11.287 242.7 1.83 2 13.1 0.17 Hartkopf & Mason (2011)  
14329+4126  HJ 1255 11.430 337.1 46.28 2 −0.2 0.10 Hartkopf & Mason (2011)  
16003+5856  STF 2006 AC 11.451 210.9 47.55 1 −0.2 0.13 Hartkopf & Mason (2011)  
16271+4255  BU 815 AB 11.495 327.0 24.50 1 −0.1 0.12 Hartkopf & Mason (2011)  
16566+5127  ES 2654 11.522 282.3 37.79 1 0.0 0.00 Hartkopf & Mason (2011)  
17457+3452  AG 213 11.533 175.6 22.39 1 0.1 0.07 Hartkopf & Mason (2011)  
17483+4506  SMA 79 11.525 90.8 15.46 2 0.0 0.10 Hartkopf & Mason (2011)  
17555+4108  ES 1557 AB 11.525 10.3 11.47 2 −2.8 0.42 Hartkopf & Mason (2011)  
17584+1437  STF 2253 AB 11.533 76.6 11.09 1 0.1 −0.10 Hartkopf & Mason (2011)  
18031−0811  STF 2262 AB 11.612 285.8 1.45 1 0.3 −0.15 Söderhjelm (1999)  
18032+2522  STF 2268 AC 11.533 202.0 24.12 1 −0.6 0.21 Hartkopf & Mason (2011)  
18044+0329  STF 2266 AC 11.541 200.5 50.58 1 −0.4 −0.60 Hartkopf & Mason (2011)  
18222+1126  STF 2311 AB 11.514 90.0 2.88 1 −0.5 −0.07 Hartkopf & Mason (2011)  
18317+2310  HU 321 AB 11.569 20.7 19.99 2 −0.1 −0.05 Friedman et al. (2012)  
18383+2818  SLE 361 11.628 7.6 20.03 1 −0.2 0.00 Hartkopf & Mason (2011)  
18516+3739  ES 2025 AB 11.525 351.6 24.78 2 −0.5 −0.75 Hartkopf & Mason (2011)  
19260+3555  BU 1286 AB 11.604 45.3 22.24 2 0.2 0.14 Hartkopf & Mason (2011)  
19260+3555  BU 1286 BC 11.604 209.9 20.08 2 −0.2 0.22 Hartkopf & Mason (2011)  
20014+1045  STF 2613 AB 11.762 354.5 3.47 1 2.6 −0.69 Hopmann (1973)  
20144−0603  STF 2646 AB 11.708 39.2 18.32 2 0.4 0.04 Hartkopf & Mason (2011)  
20193+2521  POU 4363 11.790 43.7 23.81 1 −0.1 0.06 Hartkopf & Mason (2011)  
20346+2914  J 565 AB 11.796 48.5 6.19 2 −0.7 0.09 Hartkopf & Mason (2011)  
21555+5232  STT 456 AC 11.853 289.8 26.58 1 −0.7 −0.08 Hartkopf & Mason (2011)  
22033+6051  STF 2860 AB 11.853 256.9 12.97 2 0.1 0.03 Hartkopf & Mason (2011)  
22166+5831  HJ 1748 11.766 309.6 5.14 3 −0.8 −0.03 Hartkopf & Mason (2011)  
22237+4054  WEI 38 AC 11.763 352.0 38.71 2 0.2 0.18 Hartkopf & Mason (2011)  
23045+3123  ES 396 11.812 303.6 34.02 2 0.0 0.23 Hartkopf & Mason (2011)  
23186+6807  STF 3001 AB 11.853 222.1 3.24 2 0.1 −0.11 Docobo et al. (2003)  
23359+5132  HJ 1894 AB 11.921 214.1 24.92 1 0.2 0.13 Hartkopf & Mason (2011)  
23395+6658  HJ 1897 11.847 211.1 24.43 1 0.2 0.06 Hartkopf & Mason (2011)  
23413+4954  ES 2732 11.856 249.9 10.61 1 −0.1 0.01 Hartkopf & Mason (2011)  
23516+4205  STT 510 AB 11.763 118.8 0.56 1 1.9 −0.03 Novakovic & Todorovic (2006) a

Notes. aThese are small Δm system. The orbit indicates a quadrant flip is needed; however, based on multiple high accuracy and precision determinations of the magnitudes of the pairs, the position angle in Table 3 is correct. It appears the orbits need to have their quadrants flipped instead. Residual determination assumes this.

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2.3.1. New Linear Elements

In her work as an intern in Summer 2011 one of us (E.A.F.) identified pairs which were possibly linear but for which current data were insufficient for accurate determination (see Friedman et al. 2011, 2012). These objects were flagged for observation and following this observing year additional data now allow these elements to be determined. Their apparent linear relative motions suggest that these pairs are either composed of physically unrelated stars or have very long orbital periods. Linear elements to these doubles are given in Table 4, where Columns 1 and 2 give the WDS and discoverer designations and Columns 3–9 list the seven linear elements: x0 (zero point in x, in arcseconds), ax (slope in x, in '' yr−1), y0 (zero point in y, in arcseconds), ay (slope in y, in '' yr−1), T0 (time of closest apparent separation, in years), ρ0 (closest apparent separation, in arcseconds), and θ0 (position angle at T0, in degrees). See Hartkopf & Mason (2011) for a description of all terms. Table 5 gives orbital ephemerides for each pair over the years 2010 through 2035, in five-year increments. Columns 1 and 2 are the same identifiers as in Table 4, while Columns 3 + 4, 5 + 6, etc., through 11 + 12 give predicted values of θ and ρ, respectively, for the years 2010.0, 2015.0, etc., through 2030.0. As an example of these, Figure 1 provides a plot of the new linear solution and data for WDS 00455+1232 = HJ 7. Micrometric observations are indicated by plus signs and asterisks and CCD measures by triangles. "O − C" lines connect each measure to its predicted position along the new linear fit (shown as a thick solid line). The dashed line indicates the time of closest apparent separation. The axis indicates the scale in arcseconds. Direction on the sky and the relative motion of the secondary is indicated at lower right.

Figure 1.

Figure 1. New linear fit for WDS 00455+1232 = HJ 7, together with all published data in the WDS database. Micrometric observations are indicated by plus signs and asterisks and CCD measures by triangles. "O − C" lines connect each measure to its predicted position along the new linear fit (shown as a thick solid line). The dashed line indicates the time of closest apparent separation. The axis indicates the scale in arcseconds. Direction on the sky and the relative motion of the secondary is indicated at lower right.

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Table 4. New Rectilinear Elements

WDS Discoverer x0 ax y0 ay T0 ρ0 θ0
α, δ (2000) Designation ('') ('' yr−1) ('') ('' yr−1) (yr) ('') (deg)
00403+2403 BU 1348 BC 0.790 −0.04503 10.383 0.0034 1316.133 10.413 175.65
00455+1232 HJ 7 2.098 −0.04809 −5.152 −0.0196 1518.825 5.563 22.15
01172+0201 HDO 45 31.333 0.00737 −9.727 0.0237 1234.805 32.808 72.75
01459+7142 HJ 1089 AB 9.221 −0.00644 12.413 0.0048 4708.359 15.463 143.39

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Table 5. Linear Ephemerides

WDS Discoverer 2010.0 2015.0 2020.0 2025.0 2030.0
α, δ (2000) Designation θ ρ θ ρ θ ρ θ ρ θ ρ
    (○) ('') (○) ('') (○) ('') (○) ('') (○) ('')
00403+2403 BU 1348 BC 247.3 33.103 247.4 33.189 247.4 33.275 247.5 33.361 247.5 33.446
00455+1232 HJ 7 304.4 26.205 304.4 26.307 304.3 26.408 304.3 26.510 304.2 26.611
01172+0201 HDO 45 103.2 38.071 103.3 38.096 103.4 38.121 103.4 38.146 103.5 38.172
01459+7142 HJ 1089 AB 89.0 26.581 89.0 26.568 89.0 26.555 89.0 26.542 89.0 26.529

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2.4. Double Stars not Found

Table 6 presents 13 systems which were observed but not detected. Possible reasons for non-detection include orbital or differential proper motion making the binary too close or too wide to resolve at the epoch of observation, a larger than expected Δm, incorrect pointing, and misprints and/or errors in the original reporting paper. It is hoped that reporting these will encourage other double star astronomers to either provide corrections to the USNO observations or to verify the lack of detection. Notes to some of these pairs, highlighting some possible reasons for non-detection, are appended to the table. In all cases, the position angle, separation, and magnitudes are from the discoverer of the pair.

Table 6. Double Stars Not Found

Coordinate Discoverer Most Recent Published Observation Published Magnitude Notes
α, δ (2000) Designation Date Position Angle Separation Primary Secondary  
      θ (○) ρ ('')      
00156+5229 POP 158 1980 187 3.1 10.0 10.1 a
00589+3230 SEI 10 1894 100 12.4 9.5 10.0 b
00595+3202 SEI 11 1894 359 8.5 10.0 10.5 b
01149+3236 SEI 14 AC 1894 116 11.4 10.5 10.5 b
01332+3231 SEI 17 1894 193 25.8 10.3 10.5 b
01364+3209 SEI 18 1894 144 5.6 10.5 11.0 b
06053+0527 J 2014 1942 305 6.0 10.5 11.4 c
20076+1655 SLE 684 AC 1984 279 28.2 10.2 11.2 c
20144+3556 SEI 1035 1896 197 16.1 9.1 10.6 c
20313+0020 BAL 923 1895 146 3.5 10.2 10.3 c
21278+3636 ES 2127 1924 298 4.4 10.4 10. c
23470−0921 HJ 3214 1830 275 6.0 10. 11. c
23512+5123 ALD 7 1916 202 4.2 10. 10. c

Notes. aCompanion not seen. bNeither component seen on POSS plate; may be flaws on AC Potsdam plate. cNeither component seen.

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The continued instrument maintenance by the USNO instrument shop, Gary Wieder, John Evans, and Tie Siemers makes the operation of a telescope of this vintage a true delight. Thanks also to Ted Rafferty (USNO, retired) for his assistance with equipment upgrades and maintenance, and the foresight to initiate the backup camera project.

Footnotes

  • Magnitude information is from the Aladin sky atlas, operated at CDS, Strasbourg, France.

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10.1088/0004-6256/143/5/124