- the observations are more convenient (especially with slow motion stars) - the set up of the instrument has a better stability, since there is no need for the observer to touch the micrometer during the tracking of the star. 7 Acknowledgement The writer wishes to thank Mr. J. Lock for design ing the electronical part, and Mr. C. de Vries and Mr. D. L. F. van Loon for carrying out the observa tions with great care and ability. Errors of this magnitude with any universal theod olite can be neglected. Also in the determination of Laplace azimuths where the accuracy required is usually about 0."3, errors of this magnitude are insignificant [2], [12], Consequently, a very impor tant conclusion can be drawn from this investiga tion without applying any statistical test, i.e. that star observations, carried out with a motor-micro meter, are not influenced by the observer's personal error. It must be emphasized that the personal error, as defined here, is a timing error, which should not be confused with the so-called bisection error, another kind of systematic pointing error. The bisection error is eliminated from the observations with the artificial star by taking the mean value of two transits in opposite direction. Fortunately we have a similar case with star observations when the instrument used has a broken telescope. Taking the observations in two positions of the instrument, the bisection error is also eliminated. 6 Conclusion Applying a micromotor as an attachment for driving the self-recording micrometer of an universal theodolite, like the DKM 3A, gives a number of improvements, which may be summarized as follows - the observations are practically free of personal error - compared with those made with a manually operated micrometer the accuracy of the observa tions is about 25% better Corrections for the personal error Observer A 3 ATp 0*028-C?OII X (straight line) ATp= -O*O59+dl0e3X-OSO23X2 (parabola) Fig. 5 Corrections tor the personal error Observer B ATf, - C?024-<?0I9X (straight line) ATp --0S025*cfo3eJf-(#OI3X2 (parabola) Fig. 6 References 1. Askania-Werke: Beschreibung des elektronischen Regis- triermikrometers fiir das Passage-Instrument AP 70. Berlin 1959. 2. G. J. Husti, The twin Laplace point Ubachsberg- Tongeren, applying the Black method. Netherlands Geodetic Commission, New series, Vol. 4, Nr. 1, 1971. 3. G. J. Husti, Laplacepunten Rijswijk en Axel. Interim report, Laboratorium voor Geodesie, Delft, 1972. 4. Jordan/Eggert/Kneissl, Handbuch der Vermessungs- kunde, Band Ha, Geodatische Astronomie, 1968. 5. W. Lorch, Untersuchungen iiber die personlichen Fehler bei geodatisch-astronomischen Beobachtungen und die Möglichkeiten ihrer Ausschaltung durch Nachfiihrvor- richtungen. Deutsche Geodatische Kommission, Reihe C, Heft Nr. 150, 1970. 6. H. Müller, Astronomische Orts-, Zeit- und Azimut- bestimmungen mit dem Kern DKM 3A. Herausgegeben 1971 von Kern Co. AG, Aarau, Schweiz. 7. K. Ramsayer, Automatische Sternnachführung fiir astronomischen Theodolit. D.G.K. Reihe B, Nr. 81, 1962. 8. K. Ramsayer, Versuche zur Verbesserung der astrono mischen Ortsbestimmung durch automatische Stern- verfolgung. International Conference on Geodetic Measuring Technique and Instrument Problems, Budapest, 1966. 9. J. Repsold, Neue Mikrometer von A. Repsold Söhne. Astronomische Nachrichten 141, biz. 279, 1896. 10. M. Ruopp, Anwendungsmöglichkeit und Erprobung eines astronomischen Theodolits mit automatischer Fernrohrnachfiihrung. D.G.K. Reihe C, Nr. 100, 1966. 11. K. Schnadelbach, Simultane Ortsbestimmung durch Photographie der Sternbahnen. D.G.K. Reihe C, Nr. 99, 1966. 12. R. Sigl, Der Einfluss systematischer, insbesondere persön- licher Beobachtungsfehler auf die Laplacesche Gleichung. Zeitschrift fiir Vermessungswesen, biz. 173, 1957. 13. H. Struve, Ober die Verbindung eines Uhrwerks mit dem unpersönlichen Mikrometer von Repsold. Astronomische Nachrichten, biz. 353, 1901. ngt 73 53

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Nederlands Geodetisch Tijdschrift (NGT) | 1973 | | pagina 15