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Astronomy. BIANCANI. Sphaera mundi seu Cosmographia.

1620
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Descrizione

Astronomy. BIANCANI. Sphaera mundi seu Cosmographia.
1620

 
BIANCANI, Giuseppe. Sphaera mundi seu Cosmographia. 
Bologna, Sebastiano Bonomi, 1620

4to, 228 x 165 mm; Legatura coeva in pergamena; Collazione: †4, ††4, a4 (a4 bianca presente), A-Z4, Aa-Zz4, AAa-KKk4. Frontespizio in rosso e nero, numerosi diagrammi nel testo in xilografia. Un’incisione a piena pagina, contenente una volvella da ritagliare, una grande tavola ripiegata fuori testo, incisa in xilografia. Nota manoscritta al frontespizio, ex libris al contropiatto. Tracce di usura alla legatura, internamente alcuni lievi difetti ma complessivamente bell’esemplare.

Rarissima prima edizione. In quest’opera il matematico gesuita, allievo di Cristoforo Clavio, offre un compendio delle scoperte effettuate grazie al telescopio da Tycho Brahe, Keplero, Galileo, Copernico e altri, appunti di matematica e geografia, studi sul fenomeno dell’eco e infine, un diagramma della luna, in seguito ripreso dall’allievo Giambattista Riccioli. Apparentemente questo trattato condanna la teoria eliocentrica, tuttavia bisogna considerare che la censura delle opere copernicane influenzò la redazione della Sphaera mundi; Biancani era amico di Galileo, verso il quale conservò per tutta la vita una grande stima e ammirazione. Studi recenti attribuiscono a Biancani una posizione più vicina alla nuova teoria astronomica e sottolineano i suoi meriti scientifici. 

McColley: “In 1620 there appeared an important treatise on astronomy which consistently and repeatedly used the word telescope. This was the Sphaera mundi of Josephus Blancanus, or Giuseppe Biancani … [He] was the first to employ exclusively and repeatedly the term ‘telescope’ in an extended treatise. More importantly, however, is the fact that his example and influence undoubtedly hastened general acceptance and use of the term”.

Blackwell: “In present-day literature [Biancani] is sometimes depicted as an opponent of Galileo and the new science, but his exchanges in the unpublished sources with several Jesuit censors over his two main books show that quite the opposite was the case. These documents clearly reveal a split within the Jesuits at that time between the philosophers of orthodox Aristotelian persuasion and a group of mathematicians and astronomers, including Biancani, who advocated the autonomy of astronomy and mathematics and a more quantitative and descriptive approach, which resulted in some quite anti-Aristotelian views. Thus although he disputed some of Galileo’s calculations, Biancani agreed that the surface of the Moon was mountainous and not a smooth sphere; he also maintained that the heavens were composed of fluid matter, not solid spheres, another anti-Aristotelian view”. 

La terza appendice del libro, Echometria, è dedicata allo studio dell’acustica. Barbieri: “Giuseppe Biancani can be considered as the founder of geometrical acoustics (1620), a theory that – from the time of Athanasius Kircher until at least the end of the 18thcentury – was traditionally used to explain how speaking- and hearing-trumpets worked”. Infine, le pagine 387-414 contengono un’interessante bibliografia dei libri di matematica, che includono astronomia, fisica, prospettiva, musica, meccanica.

Condition Report

BIANCANI, Giuseppe. Sphaera mundi seu Cosmographia. 
Bologna, Sebastiano Bonomi, 1620

4to, 228 x 165 mm; Contemporary vellum binding; Collation: †4, ††4, a4 (a4 blank & present), A-Z4, Aa-Zz4, AAa-KKk4. Title page in red and black, numerous woodcut diagrams in the text. One full-page engraving, containing a volvelle to be cut out, a large woodcut plate folded outside the text. Manuscript note on title page, ex libris inside cover. Sign of wear to the binding, some minor internal defects, but overall a fine copy.

Extremely rare first edition. In this work, the Jesuit mathematician, a student of Christopher Clavius, offers a compendium of the discoveries made using the telescope by Tycho Brahe, Kepler, Galileo, Copernicus, and others, along with notes on mathematics and geography, studies on the phenomenon of echoes, and finally, a diagram of the moon, later revisited by his student Giambattista Riccioli. This treatise apparently condemns the heliocentric theory, but it must be noted that the censorship of Copernican works influenced the drafting of Sphaera mundi: Biancani was a friend of Galileo, for whom he maintained great esteem and admiration throughout his life. Recent studies attribute Biancani's position closer to the new astronomical theory and emphasize his scientific merits.

Blackwell: “In present-day literature [Biancani] is sometimes depicted as an opponent of Galileo and the new science, but his exchanges in the unpublished sources with several Jesuit censors over his two main books show that quite the opposite was the case. These documents clearly reveal a split within the Jesuits at that time between the philosophers of orthodox Aristotelian persuasion and a group of mathematicians and astronomers, including Biancani, who advocated the autonomy of astronomy and mathematics and a more quantitative and descriptive approach, which resulted in some quite anti-Aristotelian views. Thus although he disputed some of Galileo’s calculations, Biancani agreed that the surface of the Moon was mountainous and not a smooth sphere; he also maintained that the heavens were composed of fluid matter, not solid spheres, another anti-Aristotelian view”.

The book's third appendix, Echometria, is dedicated to the study of acoustics. Barbieri: "Giuseppe Biancani can be considered the founder of geometric acoustics (1620), a theory that—from the time of Athanasius Kircher until at least the end of the 18th century—was traditionally used to explain how speaking and hearing trumpets worked." Finally, pages 387-414 contain an interesting bibliography of mathematics books, including astronomy, physics, perspective, music, and mechanics.
De Backer & Sommervogel I, col. 1437; Houzeau-Lancaster 11445; ICCU CAGE018725; Riccardi I, col. 128 (Bianchi 2.4).

Bibliografia

De Backer & Sommervogel I, col. 1437; Houzeau-Lancaster 11445; ICCU CAGE018725; Riccardi I, col. 128 (Bianchi 2.4).
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