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Instrument Observation Strategy

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Step the focal plane through the observation field. N steps in each CCD filter; 2N steps in each ... Fisher matrix approach of Gary Bernstein. SNAP simulators ... – PowerPoint PPT presentation

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Title: Instrument Observation Strategy


1
Instrument Observation Strategy
  • Chris Bebek
  • Lawrence Berkeley National Laboratory
  • 10 July 2002

2
Photometry illustration
  • Color
  • K correction1
  • Photo z
  • Classification2

Flux
U B V R
Wavelength
Light curve S/N requirements
R
V
1z spaced B-band filters
B
1A. Kim 2J. Lamoureux
3
Spectroscopy illustration
Metallicity
SII W
SiII
4
Fixed filter concept
Note the ability to weight integrated exposure
time in a particular filter.
5
Focal plane gymnastics
6
Focal plane concept
7
Observation concept
  • Repetitive program
  • Step the focal plane through the observation
    field.
  • N steps in each CCD filter 2N steps in each
    HgCdTe filter.
  • Fixed length exposures determined by a shutter.
  • The multiple exposures per filter are used
  • to implement dithering/drizzle
  • to eliminate cosmic ray pollution.
  • S/N assists
  • NIR filters have twice the area of visible
    filters
  • time dilation gives more points on the light
    curve for increasing z.
  • All stars see all filters (modulo scan field edge
    effects).
  • Fields revisited with fixed cadence, 4 days.
  • SNe automatically discovered and their evolution
    followed for 100s of days.

8
Observation concept
  • Targeted program
  • SNe candidates are scheduled for spectrographic
    measurement near peak luminosity.
  • Light curve and color analysis done on ground to
    identify Type Ia and roughly determine z.
  • Note peak luminosity is 14 days to 40 days after
    discovery for z 0.3 and 1.7 respectively.
  • Star is steered into spectrograph port.
  • Imager exposures can be taken during spectroscopy
    albeit with longer exposure times and
    non-standard orientation to the observational
    fields.

9
Signal-to-noise
  • Input
  • SNe luminosity as a function of z and epoch.
  • Zodiacal background
  • Detector specs
  • Sum noise and signal over 4 effective pixels
  • Solve for S/N
  • Vary exposure time
  • Number of exposures.
  • Find 300 s exposures with 4 in the CCDs and 8 in
    the HgCdTe meet S/N requirements.

10
SNe flux
CCD HgCdTe
11
Zodiacal background light
12
Imager Sensors Specs
13
S/N achieved
Requirement
S/Ngt30
S/Ngt30
S/Ngt20
S/Ngt15
S/Ngt10
S/Ngt3
Dmag attenuation
14
SNe yield
  • Input
  • Spectroscopy time as a function of z
  • SNe production rate
  • Focal plane scan strategy
  • 4 day cadence
  • Time allocation 60 photometry, 40 spectroscopy
  • Plot SNe yield per year in 0.1 z bins

15
Spectrograph Sensors Specs
With these specs, total integration time (w/ 1000
s exposures) is
16
SNe production rate
17
SNe yield
SNe discovered SNe w/ spectroscopy
2200 SNe discovered in 7.5 sq. deg. 1600 w/
spectroscopic follow-up
18
Summary
  • This tool can be turned around by fixing the S/N
    at a particular z and fixing the exposure time
    and number of exposures to establish margins on
    detector performance specs.
  • Better left to advanced modeling and simulation
    tools that make use of light curve fitting
    note, the study shown synthesizes S/N points on
    the light curve at the required epochs.
  • This Excel spreadsheet study is superceded by
  • Fisher matrix approach of Gary Bernstein
  • SNAP simulators
  • The simulator is best used for the specification
    margining to establish detector goals and
    requirements.

19
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