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ARC 3.5m | ARCES

ARC 3.5m | ARCES (Echelle)

Last updated: Feb 23, 2016 - AB

Table of Contents

1. Instrument Description
1.1 Spectrograph Format
1.2 Slits
1.3 Calibration channel
2. Instrument Operation
2.1 Software Control
2.2 Configuring the Instrument
2.3 Taking Echelle Exposures
2.4 The Echelle Slitviewer Camera
2.5 Focusing the Telescope
3. Instrument Performance
3.1 Detector Summary
3.2 Detector Layout/Cosmetics
3.3 Detector Linearity/Saturation
3.4 Detector Gain and Readout Noise
3.5 Instrument Sensitivity
3.6 Typical Exposure Times

4. Instrument Calibration
4.1 Calibration Lamps and Control
4.2 Wavelength Calibration
4.3 Flat Fielding
4.4 Dark Frames
4.5 Flux Calibration
5. Instrument Issues
5.1 Spectrograph Focus
5.2 Slitviewer Focus
6. End of Your Run
6.1 Data Storage and Retrieval
7. Data Reduction
Appendicies
A. Instrument Design
B. Instrument History
C. Sample Echelle data
D. Basic low-level commands (for scripting)
E. Other documents

1. Instrument Description

The ARC Echelle Spectrograph (ARCES) is a high resolution, cross-dispersed visible light spectrograph. It captures the entire spectrum between 3200-10000Å (between the atmospheric cutoff and the CCD cutoff) in a single exposure on a 2048x2048 SITe CCD. The spectrograph provides a resolution (2.5 pixels) of R~31,500.

ARCES is permanently mounted on the NA1 port of the 3.5m telescope. This means that it does not require an instrument change to use ARCES with another instrument during one night. ARCES is a single point spectrograph, so the small (!) field of view rotates as an object is tracked across the sky.

1.1. Spectrograph format

The spectra are recorded in ~120 orders that are distributed across the chip. Longer wavelength orders are located at the bottom (low row numbers) of the chip, and shorter wavelength order are located at higher row numbers. Each order is curved significantly, and within each order, wavelength decreases with increasing row number. Compared with some other echelle spectrographs, the orders are relatively narrow and closely spaced, which may require users to take special care when flat fielding and extracting spectra.

The following table gives locations of 107 orders, along with the approximate central wavelength and dispersion of the order. The dispersions are negative, indicating that wavelength decreases as column number increases. Note, as of 07-01-2013, there is a new grating in the spectrograph. This table is still useful, but be aware that some of the lines may fall between orders.

Order ID Row (at chip center) Wavelength (chip center) Dispersion Range (Å / 1600 pixels) Order ID Row (at chip center) Wavelength (chip center) Dispersion Range (Å / 1600 pixels) Order ID Row (at chip center) Wavelength (chip center) Dispersion Range (Å / 1600 pixels)
1
319
10163
-0.1292
207
37
655
6187
-0.0786
126
73
1074
4447
-0.0565
90
2
330
9985
-0.1269
203
38
665
6120
-0.0778
124
74
1087
4413
-0.0560
90
3
340
9813
-0.1247
200
39
675
6055
-0.0769
123
75
1101
4379
-0.0556
89
4
349
9647
-0.1226
196
40
685
5991
-0.0761
122
76
1115
4345
-0.0552
88
5
359
9486
-0.1206
193
41
695
5929
-0.0753
121
77
1130
4312
-0.0548
88
6
368
9330
-0.1186
190
42
706
5868
-0.0745
119
78
1144
4280
-0.0543
87
7
377
9180
-0.1167
187
43
716
5808
-0.0738
118
79
1158
4248
-0.0539
86
8
387
9034
-0.1148
184
44
726
5749
-0.0730
117
80
1173
4216
-0.0535
86
9
396
8893
-0.1130
181
45
737
5692
-0.0723
116
81
1188
4185
-0.0531
85
10
405
8756
-0.1113
178
46
748
5636
-0.0716
115
82
1202
4155
-0.0528
84
11
414
8624
-0.1096
175
47
758
5580
-0.0709
113
83
1216
4125
-0.0524
84
12
424
8495
-0.1080
173
48
769
5526
-0.0702
112
84
1231
4095
-0.0520
83
13
433
8370
-0.1064
170
49
780
5473
-0.0695
111
85
1246
4066
-0.0516
83
14
441
8249
-0.1048
168
50
791
5421
-0.0689
110
86
1261
4037
-0.0513
82
15
450
8131
-0.1033
165
51
802
5370
-0.0682
109
87
1277
4009
-0.0509
81
16
459
8016
-0.1019
163
52
814
5320
-0.0676
108
88
1294
3981
-0.0505
81
17
468
7905
-0.1005
161
53
825
5270
-0.0669
107
89
1309
3953
-0.0502
80
18
477
7797
-0.0991
159
54
836
5222
-0.0663
106
90
1327
3926
-0.0499
80
19
486
7691
-0.0977
156
55
848
5175
-0.0657
105
91
1341
3899