Delfino, Federico
,
De fluxu et refluxu aquae maris
,
1559
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refluxus, et cum luna ueniet ad punctum meridiei debile re
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fluxus, ſol erit elongatus à puncto forti refluxus in quarta di
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urna refluxus accedendo uerſus punctum occidentis debile
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fluxus; minus tamen diſtabit ſol à puncto forti refluxus, quàm
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luna à puncto forti fluxus; & ideo adhuc continuabitur reflu
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xus: & cum ſol ueniet ad punctum occidentis debile, fluxus
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luna facta erit propinqua puncto forti refluxus, qui eſt ſupra
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orizontem in quarta diurna refluxus, & minus diſtabit ab eo,
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quàm ſol à puncto forti fluxus, qui eſt ſub orizonte in quar
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ta nocturna fluxus; eo quia ipſa diſtat à ſole minus quarta par
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te cæli, & ideo adhuc continuabitur refluxus, donec ſol fue
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rit tantum infra orizontem ex parte occidentis in quarta no
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cturna fluxus, quantum luna ſupra orizontem, ex parte occi
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dentis in quarta nocturna fluxus, quantum luna ſupra orizon
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tem ex eadem parte occidentis in quarta diurna refluxus: &
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quia tunc ſol tantum diſtabit à puncto forti fluxus, qui eſt ſub
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orizonte, ex parte occidentis in quarta nocturna fluxus, quar
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tum luna à puncto forti refluxus, qui eſt ſupra orizontem ex
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eadem parte occidentis in quarta diurna refluxus: tunc ſol,
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& luna erunt æquipotentes, et non fiet fluxus, neque reflu
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xus. </
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<
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ctum forte fluxus, qui eſt ſub orizonte in quarta nocturna flu
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xus, luna per eundem motum primi mobilis elongabitur tan
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tundem à puncto forti refluxus, qui eſt ſupra orizontem in
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quarta diurna refluxus; & tunc ſol minus diſtabit à puncto
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forti fluxus in quarta nocturna fluxus, quàm luna à puncto
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forti refluxus in quarta diurna refluxus; & ideo ſol erit poten
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tior luna: & tunc iterum incipiet fluxus, & continuabitur, ſi
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cut dictum eſt prius, donec ſol ſit tantum ultra medium no
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ctis uerſus orientem in quarta nocturna refluxus, quantum
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luna citra medium noctis uerſus occidentem in quarta noctur
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na fluxus: & tunc tantum diſtabit ſol à puncto forti refluxus,
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quantum luna à puncto forti fluxus, & ex continenti tunc ſol,
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& luna erunt æquipotentes, et non fiet fluxus, neque re
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fluxus. </
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<
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