2007
DOI: 10.1134/s1990341307040098
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Study of the power beam pattern of RATAN-600 during the deep RZF survey (1998–2003)

Abstract: This paper proposes a method for constructing an experimental power beam pattern (PB) of RATAN-600 based on the sample of NVSS sources observed in the process of a deep sky survey near local zenith. The data obtained from observations of radio sources at λ7.6 cm in nine bands of the survey (the 2002 and 2003 sets) are used to construct vertical PB of the telescope at rather large offsets from the central horizontal section of the PB (±36 ′ ). The experimental PBs obtained using different methods are compared a… Show more

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Cited by 8 publications
(7 citation statements)
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“…The values of the vertical PB are used to convert the antenna temperatures of the sources to the corresponding antenna temperatures for the central section of the survey and for the subsequent determination of the source fluxes. Majorova and Trushkin [12] and Majorova and Bursov [17] show that if the antenna is in good state, then the computed PB agrees with the experimental PB very accurately and therefore the errors due to the use of the computed PB are minimal and amount to mere 1 ÷ 3%.…”
Section: Some Problems That Can Be Solved By Simulating the Rzf Surveymentioning
confidence: 98%
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“…The values of the vertical PB are used to convert the antenna temperatures of the sources to the corresponding antenna temperatures for the central section of the survey and for the subsequent determination of the source fluxes. Majorova and Trushkin [12] and Majorova and Bursov [17] show that if the antenna is in good state, then the computed PB agrees with the experimental PB very accurately and therefore the errors due to the use of the computed PB are minimal and amount to mere 1 ÷ 3%.…”
Section: Some Problems That Can Be Solved By Simulating the Rzf Surveymentioning
confidence: 98%
“…Let us now compare the errors of σ m S with the errors σ r S of the determination of the fluxes of sources identified in real records. The errors σ r S determined by Bursov et al [8] and Majorova and Bursov [17] based on the entire sample of sources considered exceed σ m S by 20÷25% (σ r S = 0.24±0.03 [17], σ r S = 0.25 [8]). For strong sources the error σ r S was equal to 0.15 ± 0.03 [8,17].…”
Section: Estimation Of the Accuracy Of The Inferred Source Fluxesmentioning
confidence: 99%
“…A comparison of the source halfwidths HP BW i , determined from the Gaussian analysis, and the HP BW (dH) dependences tested experimentally by Majorova and Trushkin [32] and Majorova and Bursov [34], allowed us to control the reliability of the extraction of these objects.…”
Section: Construction Of the Calibrating Curves And Estimation Of The...mentioning
confidence: 99%
“…In this study we somewhat deviated from the technique used by Bursov [19], Soboleva et al [21], and Majorova and Bursov [34]. In those papers the calibrating curves are the curves fitted to the experimental F 3.94 i /T a i data points using the least squares method.…”
Section: Rm Smentioning
confidence: 99%
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