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B chapter.indd - Charles Babbage Institute - University of Minnesota

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Erwin Tomash Library<br />

Bradbury, Fred Brahe, Tycho<br />

Binding: original paper wrappers<br />

Pagination: pp. 342–348<br />

Size: 225x142 mm<br />

In this paper, Boys proposes and describes a new type<br />

<strong>of</strong> integrating mechanism in contrast with existing<br />

integrating machines such as Amsler’s planimeter,<br />

where rolling mechanisms were employed to form the<br />

integral <strong>of</strong> the area being traced by a pointer. At the time<br />

this paper was written, Boys had built only a feasibility<br />

model. A few years later, Bruno Abdank-Abakanowicz<br />

described in great detail a complete design using the<br />

same principle. The Abakanowicz book acknowledges<br />

the fact that Boys had presented this same approach at<br />

the meetings <strong>of</strong> the British Association in 1882.<br />

Illustrations available:<br />

Plate showing instrument.<br />

B 222<br />

Bradbury, Fred<br />

Jacquard mechanism and harness mounting<br />

Year: 1912<br />

Place: (Halifax)<br />

Publisher: Author<br />

Edition: 1st<br />

Language: English<br />

Figures: 1 photolith plate<br />

Binding: original cloth boards<br />

Pagination: pp. 355, xii, [1]<br />

Collation: A–Y 8 (+W 8 )<br />

Size: 210x135 mm<br />

Bradbury was known for his books on various industrial<br />

subjects. He had already produced similar works<br />

on Carpet manufacture and Calculations in Yarns<br />

and Fabrics, and this book has advertisements and<br />

testimonials for both.<br />

After an introduction to the history <strong>of</strong> pattern weaving,<br />

this work deals with the Jacquard loom in all its forms,<br />

including a discussion <strong>of</strong> the creation <strong>of</strong> Jacquard cards.<br />

The book is well illustrated with technical drawings <strong>of</strong><br />

the various devices.<br />

Illustrations available:<br />

Title page<br />

B 223<br />

Brahe, Tycho (1546–1601)<br />

Astronomiæ instauratæ mechanica<br />

Year: 1602<br />

Place: Nürnberg<br />

Publisher: Levinus Hulsius<br />

Edition: 2nd<br />

Language: Latin<br />

B 222<br />

Figures: engraved portrait <strong>of</strong> Brahe on title, 25 illustrations (7<br />

engraved, 18 woodcut), 4 smaller illustrations in text<br />

Binding: contemporary vellum<br />

Pagination: ff. [54]<br />

Collation: )::( 4 A–E 6 F 4 G–H 6 I 4<br />

Size: 314x207 mm<br />

Reference: Gin HLB, Vol. XIX, #2, p. 129; Cro CL, #104<br />

Tycho Brahe, one the greatest and most celebrated<br />

astronomers in history, was born in Knudstrup, Denmark<br />

(present-day Sweden), into a noble family. His Danish<br />

given name was Tyge, and he adopted the Latinized<br />

version (Tycho) when he was fifteen years old. From the<br />

age <strong>of</strong> two, Tycho lived with and was reared by his paternal<br />

uncle, Jörgen Brahe. Jörgen saw to it that he was tutored<br />

in Latin and Greek and otherwise prepared for university<br />

studies. As befitted a person <strong>of</strong> his rank and position, he<br />

studied law at the <strong>University</strong> <strong>of</strong> Copenhagen and later<br />

at the <strong>University</strong> <strong>of</strong> Leipzig. His interest in astronomy<br />

was aroused by attending lectures on the subject, but his<br />

uncle strongly discouraged further studies, and he was<br />

reduced to learning the subject in secret.<br />

The conjunction <strong>of</strong> Saturn and Jupiter in August 1563<br />

seems to have been a seminal event for Tycho. He followed<br />

it meticulously and recorded his observation <strong>of</strong> the time<br />

<strong>of</strong> closest approach. When he computed this same time<br />

using both the Alphonsine tables and the Prutenic tables,<br />

the discrepancy between the observed and calculated<br />

results was striking. In fact, the Alphonsine tables were<br />

<strong>of</strong>f by nearly a month and the Prutenic tables by a few<br />

187

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