AIPS 1: TARS: Faraday rotation synthesis on simulated input data AIPS 1: Adverbs Values Comments AIPS 1: ---------------------------------------------------------------- AIPS 1: INFILE 'FITS:testFARS_P(freque Input file of the U,Q AIPS 1: ncy).txt' AIPS 1: dependence on frequency. AIPS 1: OUTFILE 'FITS:testFARS_P(freque Output file of the depedence AIPS 1: ncy)_output.txt' AIPS 1: on RM. AIPS 1: BLANK=>OUTFILE is not created AIPS 1: APARM 64 0 Parameters for algorithm: AIPS 1: 0 0 1 number of pixels at AIPS 1: 2 *rest 0 half of the Fourier AIPS 1: transform output AIPS 1: The whole number is AIPS 1: 2*APARM(1)+1 AIPS 1: 2 cell size in 1/m^2 AIPS 1: 0 => AIPS 1: PI/(4*(Lmax^2-Lmin^2)) AIPS 1: Lmax,Lmin-max,min lambda AIPS 1: at the data AIPS 1: 3 0 => regular output AIPS 1: 1 => output is RMTF AIPS 1: 4 0=> CLEANed Fourier AIPS 1: transform AIPS 1: 1=> unCLEANed Fourier AIPS 1: transform AIPS 1: 5 0=>original(shifted back) AIPS 1: RE/IM are sent out AIPS 1: 1=>the shifted RE/IM are AIPS 1: sent out AIPS 1: 2=>amplitude and phase of AIPS 1: the data are sent out AIPS 1: 6 Number of rows to use in AIPS 1: INFILE AIPS 1: 0=> all rows in INFILE AIPS 1: 7 0=> convolve the clean AIPS 1: components AIPS 1: 1=> no convolve AIPS 1: 8 0=> use the Gaussian as AIPS 1: the convolve function AIPS 1: 1=> use the Re of RMTF as AIPS 1: the convolve function AIPS 1: 9 full width of Gaussian AIPS 1: convolve function, at 0.5 AIPS 1: level, in 1/m^2 AIPS 1: 0 => fit to real RMTF AIPS 1: 10 what send to output? AIPS 1: 0 => sum of CLEAN and AIPS 1: residual AIPS 1: 1 => CLEAN result AIPS 1: 2 => residual AIPS 1: GAIN 0.3 Gain in the CLEAN AIPS 1: NITER 100 Maximum number of clean AIPS 1: components AIPS 1: FLUX 0 Minimum flux of clean AIPS 1: component (Jy) AIPS 1: OPCODE ' ' 'CMPL' - new method Clean AIPS 1: else peak amplitude Clean