Table of Contents
0.1. Revision History
0.2. Updates
1. Introduction
This document describes TripleSpec from a user's perspective. The
current version is marginally sufficient to support shared risk
observing in Q3 2008. Ultimately this document will serve as the
formal user documentation for TripleSpec.
TripleSpec is a cross-dispersed near-infrared spectrograph that
provides simultaneous continuous wavelength coverage from 0.95-2.46um
in five spectral orders. The instrument is described in more detail
in (Wilson et al. 2004). Users of TripleSpec should reference this publication in papers that incorporate TripleSpec results.
The primary configuration of the instrument
delivers a spectral resolution of R=3500 in a 1.1 arcsecond slit at 2.1 pixels per slit on the spectrograph array.
Slits with 0.7", 1.5", and 1.7" are also available. The
instrument contains two independent infrared arrays. One provides a
2048x1024 pixel view of the cross dispersed spectrum. The second
provides a 1024x1024 view of a 4'x4' region of the sky, including the
spectrograph entrance slit, in the Ks (2.16um) band.
Unlike visible wavelength spectroscopy, substantial airglow dominates
the near-infrared portion of the spectrum, particularly at wavelengths
longward of 1.5um. Beginning at 2.0um and longward a significant
ambient thermal radiation component begins to contribute Poisson
noise. The spectrum below illustrates these effects on a faint (J, H,
Ks ~ 14 mag) object. The animation shows the star observed at two
slit positions as is typical for TripleSpec observations. Evident are
bright airglow emission lines filling the slit, particularly in the
H-band (2nd from top) order. Wavelength increases to the left, and
the rising thermal emission in the K-band order (top) is evident as
well. Scattered high dark current pixels pepper the array. Pixels
that blink on are off are cosmic ray hits. The exposure time for this
image is 120 seconds.
Typically spectra are acquired at two slit positions and subtracted to
suppress airglow line emission and thermal emission. The difference
spectrum below shows the enhanced visibility of the spectrum in such a
difference. Residual airglow lines are still present due to temporal
variability in airglow, even on timescales of a few minutes. For longer integration near zenith, the small
amount of flexure in the instrument (max 1 pixel) can also influence the
self-subtraction of the airglow lines. Increasing Poisson noise from K-band thermal background is evident at the longest wavelengths (upper left).
Based on the observation of this 14th magnitude
white dwarf SNR=5 can be achieved in one hour in a three pixel
spectral bin at magnitudes K=15.5, H=16.0, J=17.0.
3.1.b. The limits of detectability
Note that although the extracted continuum K-band magnitude is 17.5,
the
reported source K-band magnitude was 15.8. The observers struggled to
guide on this faint target and the lower than expected detected
magnitude is likely due to losses experienced in attempting to keep
the light going down the slit.
3.2. Slit viewer
The sensitivity of the slit viewer dictates the faintest source
that can be observed directly and placed on the slit. Below this
sensitivity threshold observers will have to depend on blind
offsetting to place a source on the slit. In general, if a source is
too faint to be seen in the slit viewer its continuum will be
difficult to detect in the spectrograph. The integration time for the
slit viewer is adjustable, but 30 seconds represents a maximum
practical integration for positioning the source and for guiding.
Longer integration times are possible, but the delay between exposures
makes guiding and/or positioning the source on the slit tedious.
In addition, since the slit viewer operates at
Ks-band, significant thermal background accumlates during an exposure
and will eventually saturate the array. The time to saturation is a
strong function of ambient temperature. As a reference point, a
recent observer found that the array was saturating in 45 seconds
under warm (60F) conditions. Given blackbody emission at ambient
temperature, the time to saturation will be four times longer at 32F.
. The slit viewer is thus about a magnitude more sensitive
under winter conditions than during the summer for the same
integration time. Observers with extremely faint targets may wish to
consider this fact in scheduling observations.
Once again GD153, K=14.2, provides a fiducial for slit viewer
sensitivity. The frames below show, first, a raw guider frame with a
bright source (not GD153) on the slit at the "B" position. The second
figure shows a raw guider frame on a field containing many detectable
faint sources (including GD153 just above the slit) - all of which are
difficult to see in this view. As outlined below (see
sections 4.2.a. and 5.1.c),
collecting a background frame, shifting the field-of-view and
subtracting that frame from subsequent frames removes all common-mode
signals and provides a cleaner view of the sky. In this view (on the far right, with
integration time of 15 seconds) the K=14.2 mag GD153 (just above the
slit) is well-detected. The faintest stars readily visible are about
2.5 magnitudes fainter than GD153 or around K=16.5.
With 30 second guider integrations it will be
possible to see K=17 sources and place them on the slit. Longer
guider integration times are likely to be unwieldy.
Boresite guiding requires sufficient spilled light to enable the
guider to track the star (e.g. the leftmost figure below). The
faintest start that provides sufficient spilled light has yet to be
determined, but is probably in the range of Ks=13-14.
Guider sensitivity will depend on conditions - seeing and
ambient temperature in particular. The example frames were obtained
on a night with T=0C and sub-arcsecond K-band seeing and thus
represent nearly the ultimate performance for this channel. At T=15C
the system will be approximately 0.7 mag less sensitive than at T=0C
under similar seeing conditions due to the increase in thermal
background.
Given that the slitviewer/guider operates at Ks band and
that the spectrograph has high spectral resolution, the sky is dark
enough for source acquisition and sensitive spectroscopy when twilight
is quite bright to the naked eye. Sunlight begins to interfere with
five minute spectral integrations when the Sun is 6 degrees below the
horizon. The Sun typically reaches this position 30 minutes after
sunset or before sunrise. A TripleSpec night begins early and ends
late. Users should be prepared for initial source acquisition shortly
after sunset.
4.1. Observing Step-by-step
4.2. Source and Guide Star Acquisition
For bright sources, positioning a target on the slit is
straightforward. Once a source is identified in the slit
viewer, [ctrl-leftclick] on the center of the source will move the
target to the "hotspot" location on the slit. After a few nudges
to get the spilled light symmetrical guiding in boresite mode and
integration can begin.
For faint sources attention will be required to maximize the source
signal in the slit viewer images - which to 0th order is
accomplished by increasing the frame integration time.
There are two routes to obtaining optimal SNR in the slit viewer.
The best practice remains to be determined.
In the background
subtraction mode a single frame is buffered and
subsequently subtracted from each incoming guider
frame. The subtraction removes all of the common mode
structure that contaminates a raw frame and makes faint
sources visible at the expense of providing a (+) and (-)
image of each source. The telescope must be offset a few
arcseconds following the acquisition of the background image
otherwise sources will subtract from themselves making them
invisible. Implementing the background subtraction mode
with TUI is described below in Section 5.1.
The spectra above show that there is substantial airglow contamination
across the TripleSpec bandpass. If consecutive exposures place a
point source at two well-separated in-slit positions, subtracting
these two spectra will, to first order, suppress the airglow line flux
while maintaining the full signal from the target. The airglow line
intensity can vary substantially even in the course of several
minutes. In order to get good subtraction of the airglow lines
integration times of less than 5 minutes are desirable. (In theory,
the airglow should be removed in data processing as the slit region
outside the source is fit and subtracted from the source. In practice
the angle of the slit varies with respect to the dispersion direction
making clean subtraction difficult - thus the desire to
suppress/minimize the airglow signal.)
TripleSpec has four available slits. The primary TripleSpec design
implements a 2.3 pixel wide slit which corresponds to a cross-slit
spatial dimension of 1.1 arcseconds. The three other slits are 0.7,
1.5, and 1.7 arcseconds wide. These four slits reside on a
gold-coated silicon wafer slit mirror supported on an 8 position
geneva gear mechanism. A pulldown menu in the TripleSpec TUI
Configuration window permits selection of slits (or selection of
blocked positions halfway between slits).
Due to the substantial airglow across the TripleSpec bandwidth there
is a sensitivity penalty in addition to the resolution penalty
incurred when using wider slits. The airglow lines become broader
thus covering more of the spectrum. More flux is admitted into the
instrument overall yielding more scattered light. If seeing allows,
the 1.1 arcsec slit is optimal for observation. Although the 0.7
arcsec slit is even better in this regard, it subtends only 1.5
pixels and is undersampled. The figures below graphically illustrate
the improvement in uncomtaminated spectral coverage vs. resolution.
The table below shows raw (2x2 binned) guide frames in each of the
slits.
The patterns from the slit mirror defects/mounts are evident in each
case.
4.5.b Integration time and saturation
Generalizing to FowlerN, N*0.8s is required for the first readout
sequence as well as for the second readout sequence. At minimum
integration time, currently with an 0.3 second delay between the
last pixel of the first
sequence and the first pixel of the last sequence, 0.3+2*0.8*N seconds are
required to execute the entire sequence while 0.3+0.8*N seconds of
integration are obtained on sky (which can be seen also by subtracting
pairwise the first read of the first group from the first read of the
second group, and so on).
TripleSpec software accounts for the readout time in all Fowler modes such that
the on-sky time will be the requested duration. This value will also
appear as EXPTIME in the frame FITS header (another keyword INTDELAY
provides the implemented delay interval between the last pixel of the
first read and the first pixel of the last read).
The choice of N dictates the minimum on-sky integration time. A
typical value is Fowler8 - enabling integrations as short as 6.7
seconds. Virtually all TripleSpec targets, including calibrator stars
and calibration lamps, are observed with integration times longer than
10 sec. N=8 is the recommended Fowler setting for
all TripleSpec data acquisition, unless exposures with duration less than 7
seconds are required.
The HAWAII-1 slitviewer/guider array could be read out in FowlerN
mode, however the level of thermal background on the array produces
thermal Poisson noise far in excess of the system read noise (also of
order 17 electrons). In the interest of dynamic range and efficiency, the
HAWAII-1 array only operates in Fowler1 (CDS) mode.
The dark current in the spectrograph HAWAII-2 array has been measured
on the mountain to be of order 0.05 e-/s or 15 e- in a 300s exposure.
To first order dark current is unobservable in a 300s exposure,
particularly because electronic offsets (e.g. the thermal drift of the
cold output transistors) can be much larger than the few DN of dark
current (e.g. a random 300s frame was observed to have an offset level
of 130DN - virtually all electronic). The focal plane is quite dark
between the orders. Raw frames may have a positive or negative offset
in this region that is not due to electrons in the wells. Typically
the subtraction of two consecutive frames (as is natural in
processing ABBA observations) will surpress much of this electronic
offset.
4.7. Linearity and Saturation
The spectrograph array saturates
at a level of 52,000DN. Measurable (but small) linearity becomes
apparent by a count level of 20,000DN. The plot below summarizes a
continuum linearity test observing a constant background level at
various integration times. A linear fit was made to the points having
integration times between 2 and 8 seconds (count levels between 4000
and 13000 DN) which represents the most linear and reliably measured
portion of the curve. The table below summarizes the quantiative
non-linearity from this fit. The lines highlighted in green
contributed to the linear fit. The short integration time points are
deviant because the integration time offset was not precisely determined
for these data.
4.8. Focusing
Simply put, good focus is obtained by making the TripleSpec guider
images round. The guider optical train has astigmatism that enters
quickly as the telescope goes out of focus. The good news is that
this astigmatism is in the guider optics and not in the spectrograph
optics, so the astigmatism serves as a focus tool without influencing
the quality of the star image that is actually going down the slit.
Seen a different way, the guider image can look poor and astigmatic (within
limits) yet the image is still optimal for the spectrograph. The
position angle of the astigmatic image is a guide to the direction
to move the focus (soon to be documented by the obs specs). In practice,
it is probably better to adjust the guider images on the fly to remove
any evidence of astigmatism rather than to focus using a script that
drives the telescope well out of focus.
Update based on limited observations on UT080907: If
the image appears elongated more-or-less parallel to the slit the
focus needs to be made more negative in order to return the image to a
circular shape.
K~10 stars make for good focus targets.
4.9. Spectrograph Frames under the Microscope
The image below shows a aggressive stretch of a deep (5 minute)
TripleSpec spectrograph exposure. Evident is the thermal emission
that covers the third order (K-band) and even a little of the long
wavelength end (left side) of the fourth order). Atmospheric airglow
is apparent in all orders, with the worst airglow appearing in the 4th
order (H-band). This particular exposure was obtained in a dense
field and multiple source spectra appear in the slit.
In addition to these "external" sources of light, the image also
contains features resulting from electronics and internal scattering
within the spectrograph.
Optical ghosting: The brightest emission, specifically the K-band thermal emission, can be reflected about a point that is somewhat close to the center of the 2048x1024 array. This reflection produces an inverted stripe of emission that is evident in the right-hand quadrant just above the 6th order. This reflected strip ends in an intense bar this is acutually an image of some of the surface components and wirebonds on the detector wafer. Fainter reflection stripes are visible at a couple of other locations on the array.
Electronic quadrant offset/shading: At the level of a few DN the "bias" level on the detector can drift or be offset from one quadrant to another, producing a faint discontinuity across the quadrant boundaries.
All of these effects are repeatable from frame to frame and largely subtract out in the difference between two frames. The one place where residual features remain is the "stripe" electronic ghosts produced when observing bright standards. In this case, the level of ghosting is small compared with the source intensity, so the ghosts are of little consequence.
4.10. Array Persistence and Faint Targets
Bright sources produce an after-image on the array. This
"persistence" image can linger for up to an hour following the
observation of an extremely bright source. If a faint target is
observed directly after a bright calibrator (e.g. K=7) the first few
5-minute exposures on the faint target may be contaminated with the
spectrum of the calibrator (as a faint positive source in both the "A"
and "B" positions). Observers should be careful to select fainter
standards prior to faint source observations and should be aware of
possible persistence contamination during data reduction.
5. Observing with TUI
Like DIS, TripleSpec uses independent TUI windows to
position the source on the slit and acquire the spectra.
5.1. TripleSpec guiding with TUI
5.1.a. Binning
Although the guider hardware always reads a complete 1024x1024 frame,
the displayed image can be software binned to save on bandwidth.
Users will find that setting Bin=2 will produce
the cleanest and most workable images. In particular, systematic
pixel
calibration errors lead to vertical "jailbarring" in the images that
can be time variable. This effect is visible at Bin=1, but averages
out at Bin=2. This advantage alone makes Bin=2 preferable for seeing
fainter sources.
5.2. TUI TripleSpec spectrograph control
Choose "Tspec" from the Main TUI "Inst" pull-down menu.
5.3. TUI TripleSpec Nod Script
Choose "Tspec Nod" from the Main TUI "Scripts" pull-down menu.
Most TripleSpec data are obtained in slit-nodded mode where the
source is positioned alternatively on the "left" (A) and "right"
(B) portions of the slit. Pairs of the frames are subsequently
subtracted to produce bias-free frames for data reduction.
The nod script is particularly useful for long integration on science
targets so that users don't sit idle if they miss the end of a long
integration. Since the objective of nodding is to permit airglow and
background subtraction on several minute timescales (the time it takes
those things to change) nodding can add inefficiency to short
integrations (e.g. standard stars) since the nod and settle time tends
to be longer than the frame-to-frame time. For bright sources a set
of frames (typically 5) can be taken at the "A" position, the
telescope should be manually nodded to the "B" position and another
set of 5 frames taken there.
2008JUL24: The rotator restriction on TripleSpec has been removed.
2. Usage Overview: What to expect
Slits
0.7x43" (120 microns projected width)
1.1x43" (186 microns)
1.5x43" (261 microns)
1.7x43" (290 microns)Spectral Coverage 0.95-2.46um Spectral Resolution 5000(?TBD) for 0.7" slit (undersampled and limited by optical performance)
3500 for 1.1" slit (2.1 spectral pixels per slit)
2800 for 1.5" slit
2500 for 1.7" slitGain 3.5 e-/ADU +/- 20% Read Noise 18 electrons / sqrt(Nfowler) Dark Current 0.05 e-/s Well/saturation Depth 50000 DN = 180,000 electrons Minimum Integration time (Nfowler * 0.8 + 0.3) sec on sky
(2*Nfowler * 0.8 +0.3) sec to estimate saturationSpectrograph saturation magnitude 4th (defocus for brighter objects) Background limited exposure time ~200+ sec Slit viewer/ guider pixel scale (unbinned) 0.245" /
pixel
(175 pixel slit length)Spectrograph spatial pixel scale 0.39"/pixel
(110 pixel slit length)Guider/slitviewer bandpass Ks only - fixed filter Faintest practical source for acquisition in
the slit viewerKs ~ 17 Spectrograph continuum sensitivity J, H, Ks = 17.0, 16.0, 15.5 5-sigma in one hour with 3 pixel spectral smoothing.
0.003 Janskys
(using 1.1" slit in good seeing)
3. Sensitivity and Performance
3.1. Spectrograph
4. Practical Observing Guide
3.1.a. GD153 - an empirical case study
GD153 is a DA white dwarf with an effective temperature of
39,000K. The infrared portion of the spectrum of this object
is approximately Rayleigh-Jeans. GD153 has a V-band Johnson
magnitude of 13.35. The UKIRT faint standards list reports the
star (FS33 in the UKIRT list) as 14.24 at K with H-K = -0.078
and J-K=-0.223. The figure at left below shows the counts in
units of DN/s based on eight 120 seconds spectra of this
object. In this figure the flux in different orders has been
merged to give a total system response as a function of
wavelength. The adjacent figure gives the S/N per spectral
pixel for this object in the full 8x120= 960s integration.
Evident is the efficiency function of each of the orders,
peaking near the center of the order. The third figure shows
the calbrated response for this object in Janskys.
The images below shows the K-band detection and extraction of a faint
red source in one hour of integration time. During that hour the
source was observed in twelve five-minute integrations, alternating in
slit position ABBAABBAABBA. The count rate of 0.07 DN/s corresponds
to a K=17.5 mag continuum. With three pixel spectral smoothing the
continuum has an SNR=0.5 per smoothed spectral bin. In order to
produce a spectrum bright enough for extraction, the five minute
integrations had to be binned into 30 minute stacks at the "A" and "B"
positions. Overall, this spectrum may not be very useful
scientifically,
but it does illustrate the limits of detecting and extracting a source
spectrum under good conditions at the 3.5-meter.
4.6. Dark Current and Frame Offset Level
4.3. Spectrum acquisition
4.2.a. Background subtraction
4.4. Seeing and Slit Exchange
4.5. Fowler sampling, read noise, and minimum integration time




0.7 arcsec
1.1 arcsec
1.5 arcsec
1.7 arcsec
4.5.a. Fowler sampling and read noise
The HAWAII-2 spectrograph array can be read non-destructively multiple
times during the course of an integration. Fowler sampling refers to
conducting a burst of N readouts at the beginning of an integration
and an equal burst of N readouts at the end of integration in order to
suppress read noise (FowlerN). Read noise suppression can be
important for TripleSpec, since the dark current is 0.05 e-/s and the
inter-airglow line continuum is weak. For correlated double sampling
(one read at the beginning of an integration and one at the end - also
``Fowler1") TripleSpec read noise is observed to be 5DN or 17
electrons. The TripleSpec TUI configuration menu permits the user to
select a range for the number of Fowler samples. The TripleSpec read
noise is observed to improve, as expected, with the square root of the
number of Fowler samples. With Fowler8 the effective read noise is
about 7 electrons. After the collection of 100 dark current or sky
electrons these factors will dominate the read noise.
Integration/exposure times for direct readout devices can be
non-intuitive since there is no shuttering and the conversion of the
first and last pixels in one read of the device are staggered in time.
For the TripleSpec HAWAII-2 array the electronics require 792
milliseconds to address all pixels on the array (in 16 128x1024
stripes of pixels read out in parallel). As an example, consider a
Fowler1 integration. The array is reset, establishing the saturation
level and the first pixel of first readout (actually 16 all at once)
is read. 792 milliseconds later the last pixels of the read arrive.
The image captured is thus staggered in time from one end of a stripe
to the other by 0.8s. An 0.3 second delay is enforced prior to the
second readout in order to avoid spurious ``shading" across the image.
If the second readout begins immediately after this 0.3 sec delay
(thus realizing the minimum integration time) the first pixel will be
read out 1.1s after it was read the first time, and so on for all of
the pixels on the array. Despite the fact that 1.9s was invested in
acquiring the data, the image produced by differencing the two
readouts has an on-sky exposure time of 1.1s. The beginning of the
last readout started 1.1s after reset while the end occurred 1.9s
after reset - the saturation threshold varies across the chip!
Saturation should be considered including all of the readout time, not
just the on-sky integration time. For Fowler1 the
minimum on-sky integration time is 1.1s, but saturation should be
presumed to be estimated from a virtual 1.9s exposure.
4.5.c Exposure sequence details
Matt Nelson has provided the following detailed breakdown of the exposure sequence:
1 - ICC receives exposure request
2 - ICC calculates and sets exposure time (SET cmd to controller)
3 - Controller finishes loop in Continuous Reset, Processes command
and replies to ICC.
4 - ICC initiates exposure in controller
5 - Controller finishes loop in Cont Reset, Breaks out of
loop to expose
6 - Controller does full pixel by pixel reset of array
7 - Controller Delays for reset settling
8 - Read-1 reads are made
9 - Controller waits for calculated Integration time
10 - Controller waits for 400mS for Array outputs to stabilize
11 - Read-2 reads are made
12 - ICC finished scavenging last Read-2 read, builds frame and
writes it to disc.
13 - ICC replies "done" to hub
Guesses about timing.
1-4 should be relatively fast. The line loops in continuous reset are
quite quick so I would expect this sequence to finish in < 10mS
5-6 was never timed by me. What I recall from the pixel clocks when I
was developing the DSP code is that the reset pixel clock was running
about 1/3 of a normal readout pixel clock. So I'd guess ball park
200-300 mSec for this
7 50mS
8 N*790mS
9 Exp Time - N*790ms
10 400mS
11 N*790mS
12-13 Unknown but fairly quick. Most of the frame data are scavenged
and averaged while the pixels are still being read. it is just
the recovery time of the last frame, subtraction of the Read1/2
the writing of the frame to disc. I'd estimate 100mS-200mS
nominal timing.
Of course what is missing is the time required for the hub to cycle
back around to requesting the next in the frame series. I'm certain
the APO staff would have a good estimate. As a summary, the ICC
and controller are probably using up 250+50+400+150mS = 850mS of
time beyond the time spend during integration + readout. So for
a rough estimate of instrument cycle time beyond the requested
integration time 850+790*N mS should be close.
Seconds Deviation Counts
from Linear
---------------------------------
1.21 1.9% 2127
2.21 0.5% 3945
3.21 -0.2% 5774
4.21 -0.2% 7578
5.21 -0.1% 9371
7.21 0.1% 12942
10.21 -0.5% 18263
15.21 -0.9% 27091
20.21 -1.1% 35950
25.21 -2.5% 44260
30.21 -6.5% 50976
Electronic ghosting: The most evident feature is the electronic
crosstalk that appears when a bright source fills many rows/columns in
one of the two array quadrants. This effect is most evident for the
bright K-band order where emission filling the rows in in the
left-hand quadrant produces an electronic ghost appearing as a
vertical stripe of constant intensity in the right-hand quadrant. At
a lower level, some of the bright spectral lines on the right-hand
quadrant produce electronic ghost lines that cross the entire
left-hand quadrant at constant intensity.
Choose "TSpec Slitviewer" from the Main TUI "Guide" pull-down menu.
This guider window behaves functionally like any of the other TUI
guider windows. Useful reference include:
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| The TripleSpec TUI guider window. Functions/controls are similar to guiders for DIS/Echelle. Remote users will want to have 2x2 binning activated to minimize download time and to clean up odd-even column striping. The platescale of the array is fine enough that there is little penalty in resolution for running in the binned mode. Sub-framing is available to improve response time for remote observing. The detailed operation of this window is described in Section 5.1. | Main TripleSpec instrument TUI window showing configuration. In this window the number of Fowler samples can be set and the slit can be rotated to the desired position. Tip-Tilt mode refers to a future mode of the instrument where the spectrum can be steered at the sub-pixel level by a piezo-electric stage under one of the fold mirrors in the system. Note that the array power button should be left alone. It will likely be removed in future versions of the GUI. Users should find the system fully powered up and ready for operation after starting TUI. The "environment" button provides instrument internal temperatures and pressure. | TSpec Exposure window: Integration times are set and exposures initiated in this window. The "type" radio buttons simply set a FITS keyword for the recorded data. The system can take multiple exposures, ``#Exp" at the push of one button. This function is particularly useful for bright standards where a set of 5 exposures can be taken consecutively at the "A" slit position followed by 5 exposures at the "B" position to complete the observation. ``Filename" is the root file extension. For example, if "xxx" is chosen for the file name the resulting fits file will be "xxx.yyyy.fits" where "yyyy" is an incrementing frame number that increases steadily through the night. | Nod Script window: Obtained from the "Scripts" pull-down menu, this window has all of the functionality of the Expose window, but also includes a "cycles" option which currently drives the telescope in an "ABBA" slit position seqeuence for each cycle requested. At each "A" or "B" position "#Exp" exposures will be taken. For example, Cycles=2 with #Exp=4 will yield 32 frames - an ABBAABBA sequence with 4 exposures at each position. |
6. Calibration
Like any spectrograph, TripleSpec requires both continuum and line
illumination for flat-field and spectral calibration. The
Triplespectool data reduction code currently uses airglow lines for
spectral calibration. Spectral lamp observations are not necessary,
but many observers may like the security of having traditional lamp
spectra in reserve. In order to use the airglow calibration method
some of the spectra must be free of source flux in the middle of the
slit. Since the natural observation procedure is to offset the source
between two off-center slit positions, standard TripleSpec
observations naturally provide for airglow wavelength calibration. In
general, observers should be sure to have a few observations with only
airglow at the slit center for wavelength calibration.
A typical calibration sequence to be conducted
once each night (possibly once per run) consists of sets ten 60 second exposures that include:
Not needed are:
6.2. Telluric and flux calibration
7th-9th magnitude A0V stars are ideal calibrators for most
TripleSpec observations. The Triplespectool pipeline and this
calibration method are described in:
TripleSpec observers that make use of Mike Cushing's
Triplespectool should refer to the tool as a 'modified version of
Spextool' in the paper text and reference the above papers.
Aside from broad hydrogen line absorption, A0V stars have few other
intrinsic features. The overall A0V spectrum
can be well modeled and is fit and removed from the target spectrum
in one step of the Triplespectool data pipeline.
Note that for solar-system targets observed in reflected sunlight a
G2V standard is reqired instead of an A0V standard. Direct division
by the G2V standard will provide correction both for telluric
absorption and for the solar absorption spectrum with no modeling
require. This option is available in the Triplespectool pipeline.
For proper telluric absorption correction (which can be time
variable due to the changing water vapor content of the atmosphere)
it is important to observe an A0V calibrator close in time, in airmass,
and ideally in angular separation from the science target.
The files below contain thousands of potential A0V and G2V standards to aid in selection of a calibrator .
7. Data reduction - Triplespectool
Triplespectool is based on the Spextool package developed by
Michael Cushing for use with the Spex instrument at the
IRTF. TripleSpec observers who make use of Mike Cushing's
Triplespectool should refer to the tool as a 'modified version of
Spextool' in the paper text and reference the above papers.
6.1. Flat fielding and wavelength calibration
TripleSpec includes a dedicated spectral extraction routine - Triplespectool - that converts TripleSpec images to one-dimensional telluric-absorption-corrected absolute-calibrated spectra with flexibility for selecting spectral apertures for both point and extended sources. This link points to the latest available version of a Tspectool installation and use guide (TSpecTool_guide) as well as the actual software packages.