507470Comment. in IIII. Cap. Sphæræ
THEORICA ORBIVM.
11 ##### Sphæram ♁ quatuor prbes conſtituunt, quin & circulus alius \\ Æquans Eccentricus concipiendus eſt.
# ORBES, qui- \\ bus tota ſphæra \\ ♀, conſtat. # NOMINA, \\ ac ſitus orbium \\ particularium re- \\ ſpectu centri mun \\ di. # CENTRA or \\ bium, & centrorum \\ diſtantiæ à centro \\ mundi. # AXES or- \\ bium, ſuper \\ quibus mo- \\ uentur.
# 2. AVGEM \\ Eccentrici defe- \\ rentes. # CONCEN- \\ trici partim, & Ec- \\ centrici ſecundum \\ quid, ut in præce- \\ dentibus. # MVNDI, quoad \\ ſuperficies extre- \\ mas. Nam ſuperfi \\ cies Eccentrico cõ \\ tiguæ idem cẽtrum \\
habent, quod
Eccẽ \\ tricus. # ECLIPTI- \\ cæ octauæ \\ ſphęrę.
# ECCENTRI \\ cus deferens Epi- \\ cyclum. # ECCENTRI- \\ cus abſolute, uel \\ Deferens. # PROPRIVM di- \\ ſtans à cẽtro mũdi \\
ſemidiametris ter- \\ ræ. 12. Min. 7. # A C C E- \\ dens, & rece- \\ dens ab Axe \\ Eclipticę pro \\ pter motũ Ec \\
centrici in la \\ titudinẽ nũc \\ in Boream, \\ nunc in Au- \\ ſtrum.
# # Vel partibus, qua- \\ rũ Eccentrici ſemi- \\ diameter eſt una.
# # 1. Min. 8.
# ÆQVANS \\ circulus. # AE QVANS \\ Eccentricus. # PROPRIVM \\ diſtans duplo plus \\ à centro mũdi, quã \\ centrum Eccentri- \\ ci, uel Deferentis. # AE Q V I- \\ diſtãs axi Ec- \\ centrici, uel \\ Deferentis.
# EPICYCLVS. # TOTVS extra \\ mundi centrum \\ fertur. # PROPRIVM \\ à centro mundi dif \\ formiter diſtãs: iux \\ ta quantitatẽ uero \\ ſemidiametri Eccẽ \\ trici, uel Deferetis \\ à centro Eccentri- \\ ci. # MOBILIS \\ tam ad mo- \\ tum inclina- \\ tionis, quàm \\ reflexionis.
zoom in
zoom out
zoom area
full page
page width
set mark
remove mark
get reference
digilib