Clavius, Christoph
,
In Sphaeram Ioannis de Sacro Bosco commentarius
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Comment. in IIII. Cap. Sphæræ
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propinquior fuerit terræ, eo maiorem pertranſire umbram, eo autem minorẽ,
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quo longius à terra receſſerit; </
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<
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<
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xml:space
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">adeo eclipſes fieri inæquales, quoad magni
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tudinem, ac durationem. </
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<
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xml:space
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">Verum hæc minor, maiorve diſtantia Lunæ à terra
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in eclipſi Lunari tribui nullo modo poteſt eius Eccentrico. </
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<
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xml:space
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">Ratione enim Ec-
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centrici Luna in omni eclipſi tam Solari, quàm Lunari eandem habet à terra
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diſtantiã; </
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<
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d Luna (ut in eius Theorica declarabitur) tam in con-
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iunctionibus eius cum Sole, quàm in oppoſitionibus (Fit autẽ omnis eclipſis
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Solis in aliqua coniunctione, & </
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<
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">eclipſis Lunæ in oppoſitione aliqua) ſemper
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in Auge ſui Eccentrici exiſtit. </
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<
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">Confugiendum igitur eſt ad Epicyclũ. </
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<
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xml:space
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ſine magno labore tuebimur hanc inæqualitatem eclipſiũ Lunariũ, licet lumi
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naria ambo eundẽ ſitũ habeant, quoad caput, & </
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<
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">caudã Draconis, æqualiterq́@
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ſemper Solà terra diſtet, & </
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<
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">Luna in Auge ſui Eccentrici exiſtat. </
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<
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xml:space
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">Nam in una
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eclipſium poteſt Luna eſſe in puncto Epicycli terræ proximo, in alia uero in
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puncto remotiſſimo à terra. </
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<
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">Vnde maior erit prior eclipſis, longioriq; </
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<
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">tẽpore
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durabit, quàm poſterior: </
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<
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xml:space
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">quia in illa pertrãſit Luna maiorẽ umbram terræ, in
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hac autem minorem. </
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xml:space
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">Exemplum habes in propoſita hac figura, in qua ABCD@
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refert Eccentricum Solis; </
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fert: </
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">FHGK, Eclipticam, quæ Eccentricũ Lunæ ſecat in punctis F, & </
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F. </
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">caput Draconis, at G, cauda Draconis nominatur: </
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">A, eſt Sol in capite
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Draconis exiſtẽs; </
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">G, centrum Epicycli in cauda Draconis exiſtens,
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&</
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">Quod ſi quis dicat, hinc ſequi, nõ recte nos ſupra ex Eclipſibus collegiſſe,
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dari Eccentricum Solis, quandoquidẽ, vt hic diximus, maior & </
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<
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per Epicyclum fieri pot@ſt: </
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<
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">occurrendum eſt, Epicyclum Lunæ ſatis non eſſe.</
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