Title: Workshop: First look, Calibrations
1Workshop First look, Calibrations RV standard
IAP-05-11-24
- An example of calibration
- The wavelength calibration
- Presentation of the Spectroscopic Global
Iterative Solution - The operations of SGIS
- Prototype Perspectives of SGIS
Antoine Guerrier GEPI
21. The presentation ofthe Spectroscopic Global
Iterative Solution (SGIS)
1. Presentation of the SGIS concept
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31.1. Problematic IAP-05-11-24
- No on-board calibration device (e.g.
calibration lamp) -
- No specific observation for the calibration
- Not possible to compare to an instrumental
reference source -
- Need an alternative calibration method
-
- Possible alternative
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- The Spectroscopic Global Iterative Solution
(SGIS) - Wavelength self-calibration of the RVS
-
41.2. The reference sources IAP-05-11-24
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- Idea Use sources observed by the RVS
instrument - Use reference sources (i.e. bright and stable
stars) - How many sources usable for the wavelength
calibration? - About 5.104 F8GK sources Vlt10 (about 4,6.105
Vlt12) - (GEPI/GAIA-RVS/TN/017.01)
- About 80 epochs per star
-
-
- Measure the evolution of the instrument with its
own observations - Large number of stable reference sources
- Same evolution of the characteristics of the
reference sources - Evolution of the characteristics of the
instrument
51.3. Analogy IAP-05-11-24
- How to use the reference sources observed?
- By analogy with the ground-based observations
- Classical ground-based spectrograph
- Use reference lines
- Known wavelengths in the laboratory reference
frame - from a calibration lamp
- SGIS approach
- Use stellar reference lines
- Known wavelengths, little blended and identified
in the spectra of the reference sources
collected by the RVS -
61.4. An iterative process IAP-05-11-24
- Position of stellar reference lines depend upon 2
parameters - the radial velocity of the sources (RV)
- the spectral dispersion law of the instrument
- RV Spectral dispersion law linked
- RV Spectral dispersion law have to be
determined - Derivation of the RV
- Wavelength calibrations used to calibrate raw
spectra - Calibrated spectra used to derive RV
- Calibration of the wavelength scale
- RV used to shift wavelengths of reference lines
- Reference lines used to compute wavelength
calibrations - An iterative approach is needed
-
- Each iteration refine the RV calibration data
71.5. Non iterative steps of SGIS
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- Initialisation step
- - Starting point of the iterative process
- - Initialize spectral dispersion law with
- Ground calibrations or commissioning
calibrations or calibrations from first look - Zero point correction step
- - N1 iteration of the SGIS
- - RV expressed in relative reference frame
- - To be usable, RV should be expressed in
absolute reference frame - (e.g. barycentre of the Solar System)
- - Ground-based standards used to derive
relative-to- absolute reference frame
transformations - - Transformations Zero point corrections
81.6. The scheme of SGIS IAP-05-11-24
92. The main operations of SGIS
2. The operations of SGIS IAP-05-11-24
102.1. The Source Updating step IAP-05-11-24
- First iterative step of the SGIS
- Derivation of the Radial Velocity of the sources
- by a classical cross-correlation algorithm
- Select a template spectrum (rest synthetic
spectrum) - Apply wavelength calibrations on the raw spectrum
- Shift the template spectrum according to a RV
range - Compute cross-correlation coefficient between
template calibrated spectrum - Compute the maximum of the cross-correlation
coefficients - Maximum of cross-correlation coefficients
- Best match between template calibrated
spectra - RV of the source
- The RV of the source Updated
112.3. The Reference Selection step
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- Selection of the reference source used in
wavelength - calibration
- Reference source should be
- Stable in radial velocity
- Of appropriate stellar type (i.e. about 20 lines
unblended or little blended) - Check, source by source, the astrophysical
characteristics of - the source
- Qualify or reject as a reference
122.4.1 The Calibration Updating step
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- Calibrate the RVS spectral dispersion law
- associate a mean wavelength to any sample
-
-
- Wavelength dispersion law assumed constant
- over interval of time
- Calibration units
- Function F constrained for each calibration unit
132.4.2 The Calibration Updating step - Prototype
example IAP-05-11-24
- 2 simplifying assumptions
- FoV-to-focal-plane transformations constant over
duration of calibration unit - Same constant velocities in the FoV for each
source - Mean-central-wavelength-to-sample function F
expressed as - function of FoV coordinates at the readout
time of the sample - Function F represented by a 2nd order polynomial
fit -
- Wavelength calibration Compute Cmn for each
calibration unit
143. Prototype Perspectives of SGIS
3. Prototype Perspectives of SGIS
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153.1. The implementation of SGIS IAP-05-11-24
- JAVA development of the first version of the
SGIS prototype - Test of non-divergence of the prototype
- Initializing the spectral dispersion law with
the true values - Over 100 days of mission
- With 1000 G5V stars (same charact., e.g. RV
0km/s) - With 10 epochs per star
163.2. The diagnostics of errors IAP-05-11-24
- Assess the behaviour performance of the
prototype
173.3.1 Results - Iteration 1 IAP-05-11-24
183.3.2 Results - Iteration 2 IAP-05-11-24
193.4. Conclusions Perspectives
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- 1000 observations per calibration unit
Accuracy lt 1km.s-1 - The first series of tests
- Tests of non-divergence of the prototype (true
spectral law) - Results divergence
- Problems localized!
- Non-symmetric profiles of reference lines in the
spectra - Centroiding degradation in the Calibration
Updating - Solution calibrate the centroiding method
- New series of tests to valid the non-divergence
of the prototype - Test of convergence
- Not initialize the spectral dispersion law with
true values - Observe the behaviour of the prototype over
iterations - GEPI/GAIA-RVS/TN/018 coming soon!