Delfino, Federico
,
De fluxu et refluxu aquae maris
,
1559
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punctum forte refluxus in quarta nocturna refluxus, luna
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per eundem motum primi mobilis recedit, & elongatur tan
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tundem à puncto forti fluxus in quarta nocturna fluxus ac
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cedendo uerſus punctum mediæ noctis debile refluxus: &
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tunc ſol minus diſtabit à puncto forti refluxus in quarta no
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cturna refluxus, quàm luna à puncto forti fluxus in quarta
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nocturna fluxus; & tunc debilitatur fluxus, & fortificatur re
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fluxus; & aqua maris tunc iterum incipit refluere, & conti
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nuabitur refluxus, ſicut dictum eſt prius, donec ſol ſit tantum
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ſupra orizontem, ex parte orientis, quantum luna ſub ori
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zonte, ex eadem parte orientis: & tunc ſol tantum diſtabit
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à puncto forti fluxus, qui eſt ſupra orizontem in quarta diur
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na fluxus, quantum luna à puncto forti refluxus; qui eſt ſub
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orizonte in quarta nocturna refluxus: & tunc ſol, & luna e
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runt æquipotentes, & non fiet fluxus, neque refluxus. </
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<
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>dein
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de quotidie, ideſt in qualibet die naturali ſimilis, ut iam dicta
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eſt mutatio, redibit, donec luna per motum eius proprium
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ueniat ad quadraturam primam eius cum ſole, quam appel
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lant nauræ, il Quartirone. </
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<
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>Cum uero luna uenerit ad qua
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draturam primam eius cum ſole, tunc cum ſol erit in puncto
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orientis debiti pro fluxu luna erit in puncto mediæ noctis de
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biti pro refluxu; & tunc ſol tantum diſtabit à puncto forti flu
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xus, qui eſt ſupra orizontem, ex parte orientis in quarta diur
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na fluxus, quantum luna à puncto forti refluxus, qui eſt ſub
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orizonte, ex eadem parte orientis in quarta nocturna reflu
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xus: & ſic ſol, & luna erunt æquipotentes, & non fiet flu
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xus, neque refluxus notabilis: ſcilicet ſed fient minime cre
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menta, & minima decrementa. </
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<
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>cum autem ſol per motum pri
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mi mobilis accedet ad punctum forte fluxus, qui eſt ſupra o
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rizontem, ex parte orientis in quarta diurna fluxus, luna per
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eundem motum primi mobilis accedet ſimiliter tantundem
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ad punctum forte refluxus, qui eſt ſub orizonte, ex eadem
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parte orientis in quarta nocturna refluxus, & continue ad mo
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tum diurnum tantum diſtabit ſol à puncto forti fluxus, qui eſt
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ſupra orizontem in quarta diurna fluxus, quantum luna à </
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