Delfino, Federico
,
De fluxu et refluxu aquae maris
,
1559
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refluxus per quartam nocturnam refluxus, uſque ad pun
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ctum orientis debile fluxus: & tunc luna in toto iſto tempore
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per eundem motum primi mobilis mouebitur à puncto meri
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diei ſimiliter debili refluxus per quartam diurnam refluxus,
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uſque ad punctum occidentis debile fluxus, & tunc ceſſabit
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refluxus. </
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>Cum autem luna tranſibit oppoſitionem eius cum ſole per mo
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tum eius proprium tendendo ad quadraturam ſecundam eius
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cum ſole; tunc quando luna fuerit tantum ſupra orizontem
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ex parte orientis in quarta diurna fluxus, quantum ſol ſub
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orizonte ex eadem parte orientis in quarta nocturna reflu
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xus; quia luna tunc tantum diſtabit à puncto forti fluxus; qui
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eſt ſupra orizontem in quarta diurna fluxus, quantum ſol à
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puncto forti refluxus; qui eſt ſub orizonte ex eadem parte o
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rientis in quarta nocturna refluxus; tunc ſol, & luna erunt
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æquipotentes, & non fiet fluxus, neque refluxus. </
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>Cum au
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tem luna per motum primi mobilis elongabitur à puncto for
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ti fluxus, qui eſt ſupra orizontem in quarta diurna fluxus ac
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cedendo uerſus punctum meridie debile refluxus: ſol per
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eundem motum primi mobilis appropinquabit tantundem
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puncto forti refluxus, qui eſt ſub orizonte in quarta noctur
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na refluxus accedendo ad ipſum; & tunc quia ſol minus di
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ſtabit à puncto forti refluxus, qui eſt ſub orizonte ex parte o
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rientis in quarta nocturna refluxus, quàm luna à puncto for
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ti fluxus, qui eſt ſupra orizontem ex eadem parte orientis in
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quarta diurna fluxus incipiet refluxus, & continuabitur. </
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cum luna per motum primi mobilis perueniet ad punctum
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meridiei debile refluxus, ſol adhuc erit ſub orizonte in quar
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ta nocturna refluxus, eo quia ſol, & luna diſtant adinuicem
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pluſquam per quartam cæli: & luna tunc ad motum primi
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mobilis mouebitur per quartam diurnam refluxus, ſicut e
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tiam ſol modo per quartam nocturnam refluxus accedendo
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ad punctum fortem refluxus in quarta diurna refluxus, & ſic
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continuabitur refluxus; & cum luna appropinquabit puncto
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forti refluxus in quarta diurna refluxus, ſol appropinquabit </
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