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II. - Schloss Schwetzingen

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<strong>II</strong>.<br />

74<br />

<strong>II</strong>. <strong>Schwetzingen</strong> – A Prince Elector’s Eighteenth-Century Summer Residence<br />

although it was intersected by the railway in<br />

later years.<br />

Later writers have confi rmed Mayer’s precise<br />

survey, more precise than that undertaken by<br />

Cassini de Thury. 28 Mayer found the distance<br />

to be 6.238,72 toises (toise du Perou), approximately<br />

12,16km. On this baseline from Ketsch<br />

to Rohrbach, Mayer aligned his triangular net.<br />

The merits of triangulation were that only<br />

one baseline had to be precisely measured;<br />

the remaining sides of the triangle could be<br />

determined mathematically. Mayer published<br />

his fi ndings in 1763, in a tract printed at<br />

Mannheim, Basis Palatina 1762, ad normam<br />

academiae Regiae Parisinae scientaiarum<br />

exactam bis dimensa, anno 1763, novis<br />

mensuris aucta et confi rmata, recentissimisque<br />

observationibus et calculis stabilata. Ten<br />

years later he published his map of the region<br />

surveyed between Heidelberg, Mannheim<br />

and <strong>Schwetzingen</strong>, the small Charta Palatina<br />

drawn to a scale of 1:75000. It covered an area<br />

of 360 km 2 .<br />

Geographical Position of the <strong>Schwetzingen</strong><br />

Observatory<br />

Measurements taken during the lunar eclipse<br />

of 17th March 1764, and the eclipses<br />

28 Andreas Weiss, “Die Charta Palatina des Christian Mayer”<br />

in: Mitteilungen des Historischen Vereins der Pfalz, vol.<br />

26, Speyer 1903, pp. 1-40., Hans Schmidt, “Der Urmassstab<br />

Christian Mayers” in: Mannheimer Hefte, No.1, 1976 pp.<br />

14- 18, Heinrich Merkel, Die geodätischen Arbeiten Christian<br />

Mayers in der Kurpfalz, Karlsruhe 1928, “Kartographie und<br />

Vermessungswesen” in: Kistner, 1930, pp. 48-56.<br />

of Jupiter’s moons in 1765 and 1766, allowed<br />

Mayer to determine the exact longitude of the<br />

<strong>Schwetzingen</strong> observatory (26° 18” 30’). To<br />

determine its latitude, Mayer measured a total<br />

of 76 meridian heights between 1765 and<br />

1766, calculated the mean and gave the value<br />

as 49° 23” 4,5’.<br />

Finally, he determined the <strong>Schwetzingen</strong><br />

meridian that was needed for the aligning of<br />

the planned survey. For this Mayer used the<br />

azimuth method.<br />

In 18th-century Germany only eight places<br />

had been precisely located by astronomical<br />

means, and Mayer’s work was widely applauded.<br />

29 Experts noted with satisfaction<br />

that <strong>Schwetzingen</strong> now had its place among<br />

those select few, that the relevant fi ndings<br />

would be included in the yearbooks of foreign<br />

academies, that the scientist himself would<br />

be honoured by the membership of those<br />

academies. 30<br />

Suddenly, <strong>Schwetzingen</strong> had a place in the<br />

coordinate system of the Earth’s survey. To the<br />

Elector it must have been a pleasant thought<br />

that at least as far as astronomical positioning<br />

was concerned, his summer residence had<br />

now caught up with Paris and London.<br />

(Kai Budde)<br />

29 Kistner, 1930,pp. 53.<br />

30 GLA 213/3540 Acta die neue Sternwarte zu Mannheim betreff.<br />

Vol. I., Denkschrift Chr. Mayers vom 31. 12. 1771, p. 2.

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