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Calibration Ron Maddalena NRAO – Green Bank July 2009.

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1 Calibration Ron Maddalena NRAO – Green Bank July 2009

2 Receiver calibration sources allow us to convert the backend’s detected voltages to the intensity the signal had at the point in the system where the calibration signal is injected.

3 Determining T Cal from hot-cold load measurements in the lab Place black bodies (absorbers) of two known temperatures in front of the feed and record detected voltages. V Hot_Off = g * T Hot V Cold_Off = g * T Cold V Cold_On = g * (T Cold + T Cal ) g and T Cal are unknown

4 Determining T Cal from hot-cold load measurements in the lab Course frequency resolution Uncertainties in load temperatures Are the absorbers black bodies? Detector linearities (300 & 75 K) Lab T Cal may be off by 10% So… all good observers perform their own astronomical calibration observation

5 Continuum - Point Sources On-Off Observing Observe blank sky for 10 sec Move telescope to object & observe for 10 sec Move to blank sky & observe for 10 sec Fire noise diode & observe for 10 sec Observe blank sky for 10 sec

6 Continuum - Point Sources On-Off Observing

7 Known:  Equivalent temperature of noise diode or calibrator (T cal ) = 3 K  Bandwidth (Δν) = 10 MHz  Gain = 2 K / Jy Desired:  Antenna temperature of the source (T A )  Flux density (S) of the source.  System Temperature(T s ) when OFF the source  Accuracy of antenna temperature (σ TA )

8 Units of “intensity” T A is usually not a unit with much scientific interest. Need to correct for:  Lost power due to… Earth’s atmosphere at the observing elevation. Telescope efficiencies Rayleigh-Jeans approximation may not be appropriate for your high-frequency observations  Shape of the telescope beam  Shape of source.

9 Correcting for atmosphere and efficiencies T R * -- secondary focus T A * -- primary focus Sometimes shortened to:

10 Telescope efficiencies – Part 1

11 GBT Gain Curve

12 Aperture efficiency At low frequencies: η Surf = 1 Almost always: η r = 1 For GBT, η fss and η l > 0.98 All may be dependent upon frequency and observing elevation (Gain or Efficiency curve) Telescope efficiencies – Part 2

13 Shape of the telescope beam  Shape of source. Ta, Tr, etc. will be different for different telescopes for the same sky position.

14 To wink or not to wink? Reminder – diode used to measure the gain and, thus, to calibrate from V to T A. GBT – traditionally winks diode when on source  Tracks fast gain changes  Slightly easier to reduce  Adds to Tsys during all your observations More time to achieve the desired sensitivity Always observing the source Arecibo – traditionally performs separate calibration observation off the source  Adds extra time to your observation  tracks gain changes less often

15 Should wink if 1/f gain changes will add baseline structure >10 sec for z=2.5 CO(J=1-0) at Ka-band The shorter the scan, the more likely winking will require less telescope time. <10 3 -10 4 sec for galactic & extragalactic HI. Assumes 1% calibration, Tsys/Tcal = 10 To wink or not to wink? – Spectral Line

16 Spectral Line Calibration Today’s line observations should be treated like yesterday’s continuum observations  Weak wide lines with wide bandwdiths High-Z CO lines 30 MHz line widths 14 GHz of bandwidth @ 30 GHz.

17 Raw Data Reduced Data – High Quality Reduced Data – Problematic

18 Spectral Line Calibration Difference experiments  Position switching  Frequency witching  Nutating secondaries  Dual-beam systems: Nodding telescope’s position Nodding optics  Multi-feed systems Atmosphere is common to all receivers (atmosphere is in the near field)

19 Traditional calibration algorithms Good for narrow-band observations or strong lines when baseline structures aren’t important. Not good for wide band work  Tsys and Tcal have frequency structure  Any difference in power between Sig and Ref will produce baseline structueres that are mirrors of the frequency structures inn Tsys and Tcal

20 Wide-bandwidth calibration Same equations but with different averaging  Vector Tcal calibration Identical to the equation used in the exercise for continuum observation Not yet incorporated into the official GBTIDL release.


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