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The Message of the Angles - Astrometry from 1798 to 1998 : Table of contents Abstract of this paper . |
Let rR and rC be the position vectors of the radio star and the calibrator, respectively, referred to B1950, the following steps are performed :
Step 1. Using Newcomb's precession for precessing rR and rC to the equator and equinox at t0 , where t0 is the observation epoch of the radio star.
Step 2. Eliminating the terms of elliptic aberration from rR and rC , yielding rR1 and rC1 .
Step 3. Forming the difference vector
Delta(r) = rR1 - rC1 ,
which still refers to the equator and equinox at t0 .
Normalization by forming
Step 4. Transformation of the direction defined by Delta(r*) to the equator and equinox J2000 taking account of the equinox motion and the IAU1976 precession. One gets Delta(r*J) .
Step 5. The unit vector resulting from Step 4 provides the direction of
Delta(r)
referred to J2000 . Because of the invariant length of
Delta(r) ,
the difference vector between radio star and calibrator is
Step 6. The right ascension and declination of the radio star referred
to J2000 and with respect to the new calibrator position,
rC(ICRF) ,
are obtained from
| Calibrator : | 1404+286 (FK4) | RAC(B1950) = 14h04m45.s613 | DECC(B1950) = 28°41'29."22 , |
| 1404+286 (ICRF) |
RAC(J2000) |
DECC(J2000) |
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| (Ma et al. 1997) . | |||
| Radio star : |
HIP 66257 |
| RAR(B1950) = 13h32m32.s145 DECR(B1950) = 37°26'16."18 (Florkowski et al. 1985) . | |
| Updated radio star position with respect to the calibrator given in the ICRF : | |
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RAR(J2000) |
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Difference between the updated radio star position and that one
obtained by formal transformation from B1950 to J2000 :
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Delta(RA) · cos(DEC) = 0."020 |
Figure 1 :  Rotation of the difference vector Delta(r) from B1950 to J2000 .
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The Message of the Angles - Astrometry from 1798 to 1998 : Table of contents Abstract of this paper . |
Publications
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Created: 12 Feb 1999
e-mail : R.Hering, ARI