ALMA Pipeline Heuristics Frederic Boone - LERMA Lindsey Davis - NRAO John Lightfoot - UKATC Dirk Muders - MPIfR Christine Wilson - McMaster Friedrich Wyrowski.

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Presentation transcript:

ALMA Pipeline Heuristics Frederic Boone - LERMA Lindsey Davis - NRAO John Lightfoot - UKATC Dirk Muders - MPIfR Christine Wilson - McMaster Friedrich Wyrowski - MPIfR Luis Zapata - MPIfR

The Mission Automatic reduction of ALMA data; single field interferometry, mosaics, single-dish Observers must trust the results Easy to use, configure, modify Ready for ‘early science’ Useful publishable Quick look, system health Transparent verifiable

The Tools Casapy - Python binding of CASA tools Python numpy - array operations Matplotlib - display Others?

Need to do Automatically detect and flag bad data Find the ‘best’ reduction method - Find ‘best’ way to calculate result; e.g clean map - code it Bandpass Calibration: channel polynomial fit (degree?, bandpass edges?) quality of solution? Phase Calibration: interpolate / spline fit / combine spectral windows

Design ‘Recipe’ specifies a series of reduction ‘stages’ Stage can flag data, search for the ‘best’calibration method, calculate a result Each stage is an object. The ‘bandpass calibration’ and ‘phase calibration’ are objects. O-O encapsulation helps keep code manageable Stage sequence Improve flagging Improve calibration method

‘Flagging’ stage Data ‘view’ Flagging Display -Direct access to MeasurementSet - TaQL -Modified raw data e.g. median across channels for each baseline/timestamp -Processed data e.g. antenna based gain amplitudes for each timestamp -Calibration results, as would be applied to data -Metadata; Tsys, water vapour column -Flag specific data, e.g. autocorrelations -Calculate statistics of view, flag outliers -Detect bandpass edges -Image -line plot -‘before’ and ‘after’ flagging display, data colour keyed to reason for flagging

‘Best’ Method Stage Currently prototype for bandpass calibration Scattergun appoach - try a variety of methods - test - adopt best. Variations in: G_t (phasing up of data before calculating bandpass) Channel calibration Polynomial fit calibration - poly degree Test by calculating a ‘figure of merit’ for each calibration method: Calibrate a test field (different to the bandpass data) Measure flatness of result Adopt method producing lowest figure of merit for future calibrations.

Result Stage For example, a clean map/cube Specify the Python class to calculate the clean image Python objects to supply the bandpass calibration and the phase calibration are passed as parameters Basically a ‘canned’ method for calculating the result - library of these

Status Recipes for VLA and Plateau de Bure data Recipe for ‘quick look’ Prototype mosaic recipe Next, implement selection of ‘best’ method for phase calibration