Science Case

This is a summary of a discussion on the science cases for a very wide-field IR imager for the Mayall 4-m, held on 5 February 1999. The following attendees participated in the science discussions:
Jeff Valenti
Steve Strom
James Rhoads
Joan Najita
Mike Merrill
Ken Hinkle
Dick Joyce
Arjun Dey


Finding Methane Brown Dwarfs with NEWFIRM

Science Questions:

Spectroscopic Overview:

Oppenheimer et al. (1998, ApJ, 502, 932) present the best available 1-2.5 micron spectra of M, L, and brown dwarfs. vB10 (Teff=2500 K), GD 165 B (Teff=1850 K), and Gl229B (Teff=900 K) demonstrate how the spectrum changes with descreasing temperature. Water bands increase in strength, perhaps becoming photometrically detectable, despite telluric absorption. For temperatures below about 1200 K, methane bandheads at 1.6 and 2.2 microns create distinctive features detectable with 5% wide filters at 1.50-1.58, 1.62-1.70, 2.05-2.15, and 2.20-2.30 microns. In Gl229B, the flux contrast across the bandheads is a factor of 4 (1.5 mag) at 1.6 and 2.2 microns, and a factor of 16 (3 magnitudes) at the long wavelength end of the L band.

Burrows et al. (1997, ApJ, 491, 856) present low resolution synthetic spectra of brown dwarfs as a function of mass and age. The range of molecular line depths present in the synthetic spectra generally agrees with the observed range of line depths described above. Assuming the models are correct, one can use the appearance of the spectrum to constrain mass or age. If a distance can be measured, then the surface flux provides another constraint, but it is not clear to me that this additional observable breaks the degeneracy between age and mass. The effect of abundance variations has not been explored in any detail. The synthetic spectra are used to construct color vs. absolute magnitude diagrams. The J-K vs. M(K) diagram is of particular interest because brown dwarfs are quite red (J-K=1.8 for GD165B) until methane absorption actually makes J-K blue (J-K=-0.2 for Gl229B). Custom narrow band filters would presumably provide even better selection criterea for very cool brown dwarfs. Finally, tabulated absolute magnitudes are useful for estimating sample volumes for limiting magnitudes in standard infrared filters.

Expected Detection Rates:

Buell Jannuzi argued in his "Near and Far in the Near-IR" proposal that if the undetected mass in the solar neighborhood (0.05-0.1 Mo/pc3) is all brown dwarfs (M/Mo=0.05), then the space density of brown dwarfs could be as high as 1/pc3.

Gl229B was the first brown dwarf shown to exhibit methane absorption. Several more have now been found by 2MASS and SDSS. Burgasser et al. (1998, AAS, 193.9803) discuss the approach by the 2MASS team to discover more methane brown dwarfs. In 1500 square degrees, 22 stationary sources were found with J-Ks<1.0, R-Ks>7, J<16, and Ks<15. Only 6 of the 22 sources had J-Ks<0.8, and none had J-Ks<0 like Gl229B. Spectroscopic followup is underway. Burrows (1997) claims that for a 900 K brown dwarf, M(J)=M(K)=14 for log(g)=3.5 (10 Myr) and M(J)=M(K)=16 for log(g)=5.0 (3 Gyr). Thus, the 2MASS experiment described above was sensitive to young brown dwarfs in 4% of the volume out to 16 pc and old brown dwarfs in 4% of the volume out to 6 pc, finding 0 to 6 brown dwarfs with strong methane absorption. At best, the space density of *methane* brown dwarfs in the solar neighborhood is roughly 0.2/pc3.

Several warmer brown dwarfs have been found in nearby young clusters. Most of the groups have used R and I bands to identify candidates, but some work has been done in the IR. Zapatero, Martin, & Rebolo (1997, A&A, 323, 105) give the following absolute magnitudes for objects at the substellar limit in nearby clusters and the field:

Target

Age (Gyr)

M(R)

M(I)

M(J)

M(H)

M(K)

Sp.

Pleiades

0.12

14.7

12.4

10.1

9.4

9.0

M7

Hyades

0.60

17.9

15.0

11.6

10.8

10.4

M8.5

Field

1.0

18.9

15.8

12.1

11.2

10.9

L?

Field

5.0

20.5

17.2

13.0

12.1

11.8

L?


Williams et al. (1996, ApJ, 464, 238) claim a detection rate of (9+/-3) per 400 arcmin2 for 0.04 < M/Mo < 0.11 brown dwarfs in the Pleiades.

Specific Questions:

1. What are the field of view and spatial pixel scale requirements for this science project?

Large field of view obviously improves detection efficiency. The only constraint on pixel scale is the need for good isolated point source photometry in the H and K bands.

2. What is the depth / sensitivity requirement?

Based on the 2MASS analysis described above, we expect no more than 0.004/deg2 methane brown dwarfs brighter than K=15. A detection rate of 1/deg2 would require sensitivity down to H=19 and/or K=19.

3. What is the wavelength coverage requirement? ( > 2.5 microns?)

Viable methane bands exist in the H, K, and L bands. The bands are redundant, so one could sacrifice wavelengths beyond 2.5 microns and still find methane brown dwarfs. Followup spectroscopy at all wavelengths will be important, but that does not bear on the design of NEWFIRM.

4. What is the spectral resolution requirement?

R=20 (5% filters) should be adequate for identifying methane brown dwarf candidates and estimating effective temperature. Confirmation and detailed analysis of these rare objects can be done using followup spectroscopy.

5. Does this project require IR observations? (i.e., can it be done more efficiently at other wavelengths?)

Methane brown dwarfs have R-Ks > 7. Optical observations would have to be roughly 100 times more sensitive (or cover that much more sky per exposure) to be competitive. Moreover, the optical spectrum of Gl229B is relatively featureless, perhaps due to dust in the atmosphere, making optical selection criterea less reliable than direct IR measurement of methane bandheads.

6. Would the project benefit if the camera provided narrow-band filters or some slit/slitless IR spectroscopic capabilities?

5% custom filters are adequate for finding methane brown dwarfs and estimating temperatures. Candidate selection should be robust, so followup spectroscopy will probably be more efficient than trying to obtain slitless spectra of all sources in the field.

7. Does the immediate scientific success of this project require support observations at other wavelengths? (Ground-based / space-based observations?)

Simply generating a high probability candidate list has scientific value, especially once the contamination rate has been established. Followup spectroscopy in the IR would be the next logical step and should be quite feasible if the contamination rate is low. Optical spectroscopy will be useful for studying the properties of dust.

8. How does this project feed into / depend upon future observations at larger telescopes?

Large telescopes will be required to obtain followup spectra at the maximum possible spectral resolution.


The YSO Case for NEWFIRM

Key Problems:

Current Status:

Primary Survey Measurements:

Potential Importance of the Survey:

Ancillary Observations:

Comments re FOV:


Extragalactic Science for NEWFIRM

1. Evolution of Clusters of Galaxies

Relevant questions:

Proposed projects:

Specific answers to template questions:

2. Formation and evolution of the red-envelope galaxies

Relevant questions:

Discussion:


The formation of the oldest galaxies provide a direct lower limit to the age of the Universe and thereby independent constraints on the cosmological parameters
Main problem: we don't know of many high-z `ellipticals' (galaxies dominated by old populations) primarily because these tend to be missed in optical surveys. An L* elliptical at z=2 has K=21, R-K=8 ==> IR surveys are the best way to pick out these objects.
Also, there exists a red population which is only just being uncovered. Very little is known about these objects. Surface density estimates vary from 0.01 - 1 per arcmin2.
Areal coverage required: unknown, but probably large. For objects with I-K > 4 & K < 20, surf.dens. = 0.26 per arcmin2 (Barger et al.) = 2.5 per arcmin2 (EES) For objects with R-K > 6 & K < 17.5 surf.dens. = 0.01 per arcmin2 (Hu & Ridgway 1994) = 0.1 per arcmin2 (Beckwith et al 1998) For objects with R-K > 6 & Ks < 20 surf.dens. = 0.7 per arcmin2 (EES)
May imply strong field-to-field variations / clustering (Pretty uncertain)
Note that if we want to work down the LF, we really need to get to K=21 or 22.
J-K is a pretty effective way of selecting out the old high-z populations, and is also a very rough z discriminant (for z < 4, J-K is roughly linear with z for red-dead pops).

Proposed projects:

Specific answers to template questions:

3. Primeval galaxy searches

Relevant questions:

Proposed project:

Specific answers to template questions:

4. Complementarity to ongoing / planned NASA projects:


SIRTF: legacy program support (various surveys)
AXAF: survey programs for clusters / AGNs ; serendipitous sources
NGST? hopefully we will have done most of the sky at least once by then!

Bottom line requirements: