1. Multiobject Spectroscopy: Preparing and performing Michael Balogh University of Durham

2. Outline 1. Basic principles: What is MOS? 2. Pre-imaging: photometry and astrometry 3. Mask design 4. Carrying out observations at the telescope 5. Required calibration data

3. References MOS (CFHT) Yee, Carlberg & Ellingson (1996; ApJS 102, 269) LDSS2 (Magellan) http://www.ociw.edu/magellan_lco/instruments/LDSS2/ldss2_maskgen.html GMOS (Gemini) http://www.gemini.edu/sciops/instruments/gmos/gmosMOS.html These lectures http://star-www.dur.ac.uk/~balogh/talks/OSIRIS/MOS_prep.html

4. Basic Principles: What is MOS?

5. Basic principles

8. Preimaging

9. Need an image from which to design mask. Does not usually have to be from same telescope. 1. photometric calibration 2. astrometric calibration

10. Photometry In principle, only relative photometry is required. Exception may be alignment stars – need to ensure they are within required magnitude range May need to take care that galaxy and stellar photometry are not on the same system!

11. Astrometry This is the crucial step. Need accurate relative astrometry – take care of image distortions Starlink astrom software has built-in geometrical corrections for Schmidt, astrographic, and AAT telescopes.

12. Astrometry  Transformation from [ ,  ] to CCD coordinates: 1. Appropriate operations to transform to observed coordinates at observed epoch.  2. Conventional gnomonic projection given chip centre, to obtain tangential coordinates [  ]  3. A cubic distortion correction: scale each of  by (1+q[  2 +  2 ]) q>0 : pincushion distortion q<0 : barrel distortion Can be specified, or fit directly from data (requires at least 10 stars)

13. 1. First guess at plate solution. Overplot bright stars from USNO catalogue

14. 2. Remove “bad” objects

15. 3. Recentre and recompute mapping. Iterate until achieve ~0.1” accuracy

16. Astrom output

18. Mask Design

19. Mask design Choose list of galaxy targets, astrometrically calibrated. Assign weights if desired Choose at least 3 guide stars (preferably 4-5) - useful to overlap in dispersion direction Specify length in spectral direction, if using blocking filter Choose slit width, orientation, and minimum length

20. Dispersion direction

22. Differential Refraction 20”Lewis et al. 2002 67°

23. Differential Refraction 50° Lewis et al. 2002 Point sources are stretched by ~4” at zenith angles of 67 degrees Minimize losses by putting slits at paralactic angle. Difficult unless you can guarantee the zenith angle! E-W slits minimize the effect at high airmass Take alignment image through same filter used for spectroscopy

24. Mask design Allocate objects to masks. Determine conflicts given by (minimum) slit length and wavelength coverage. Ensure full wavelength coverage obtained: requires slits to be near centre of mask in one dimension Expand slit lengths to maximum allowed.

25. Preparation Choose galaxy priorities Pick alignment stars so as to cause minimum disturbance to targets 2 2 2 2 3 3 3 3 4 5 1 Dispersion direction

26. 1. Strict prioritisation Assign slits to highest priority objects first Guarantees best targets will be observed May not allocate the most slits possible 2 2 2 2 3 3 3 3 4 5 1 Dispersion direction Allocates 4 galaxies

27. Expand slits? Assign slits to highest priority objects first Guarantees best targets will be observed May not allocate the most slits possible 2 2 2 2 3 3 3 3 4 5 1 Dispersion direction Allocates 4 galaxies

28. 2. Monte-Carlo Approach 2 2 2 2 3 3 3 3 4 5 1 Dispersion direction Allocates 7 galaxies  f Treat weights as a probability Allows chance to increase number of slits May choose low priority objects in favour of high

29. 3. Optimize? 2 2 2 2 3 3 3 3 4 5 1 Dispersion direction Allocates 7 galaxies Unsolved problem (Donnelly, Allen & Brodie 1992) Need to assign a score, or cost function, which will depend on your science goals How do you find the extremum of this function?

30. Mask design Next: convert galaxy coordinates to x,y mask positions. Observer should not have to worry about this!

31. LDSS2 example

32. LDSS2 masks

33. Mask cutting Laser cutting preferred to machining, as it generally gives smoother slit edges (?) Can be done in real-time, at the telescope. LAMA at CFHT is able to cut a mask in ~1 hour so that masks can be made as images are obtained.

34. At the telescope

35. 1. Target acquisition 2. Align targets through same filter used for spectroscopy to minimize refraction effects 3. Realign every ~hour to account for flexure/refraction shifts

44. Calibrations 1. Arcs 2. Flats 3. Flux standards

45. Arcs Take at same position to avoid flexure distortions (though this can be corrected using night-sky lines) Ensure good coverage of full wavelength region of interest. May require using a filter with longer exposure

46. HeNeAr arc lamp (LDSSS2)

47. HeNeAr arc lamp (LDSS2) Open filter Blue filter Red Blue

48. Flats Usually necessary for flux calibration. Useful for identifying slits and mapping distortion. Must have dome flats, as sky flats will show features in the sky spectrum Generally too noisy to be useful for taking out pixel-to-pixel variations May be important if slits are not smooth (machine-cut)

49. Dome Flats

50. Irregular slit

51. Flux Standards Absolute flux calibration is difficult, as it requires knowing how much of galaxy’s light was included in the slit Spectral shape can be adequately recovered by observing spectrophotometric standards through a single slit Need to use flats to correct for slit-to-slit variations, or observe star through all slits.

52. Close up and go to bed!