Casati, Paolo
,
Terra machinis mota : dissertationes geometricae, mechanicae physicae hydrostaticae
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ac marmorum. </
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>Quarè ſi tribus orbis qua
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drantibus argillæ grauitas tribuatur, maxi
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mè probabili coniecturâ vti videatur, qui ſi
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opinetur.
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XXCVII
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Globus ter
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renus in ea
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hypotheſi in
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nataturus
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aquæ vide
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tur.
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<
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>Quoniam verò aquæ grauitas ad argillæ
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grauitatem in aëre, vt olim me dicere me
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mini, eſt vt 16 ad 27, poſitâ aquæ grauita
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te 5 1/3, argillæ grauitas in aere eſt 9: igitur
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argillæ grauitas in aquâ eſt 3 2/3. Tres itaque
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partes orbis ſi per 3 2/3 ducantur, erit grauitas
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11, & vna pars ignis eſt leuitatem habens
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——100: ſi addantur, erit globi huius con
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flati ex hac variâ corporum miſcellâ leuitas
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——89 intrà aquam: ac proinde ſi aqua v
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nam in partem ſecederet, tellure translatâ,
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globus hic innataret, cum leuior ſit aquâ. </
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Nam ſi comparetur grauitas abſoluta aquæ
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ſecundùm molem æqualis toti globo, cum
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grauitate abſolutâ ipſius globi, reperietur diſ
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ferentia 89. Quia enim ignis leuitas ad aquam
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eſt——100, aquæ grauitas ad ignem eſt +
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100: quia verò argillæ grauitas ad aquam eſt
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3 2/3, argillæ grauitas ad ignem eſt 103 2/3 At
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qui tres globi partes ex hypotheſi ſunt argil
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la, reliqua pars eſt ignis, igitur ſi argillæ gra
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uitas 103 2/3 ducatur per 3, erit globi grauitas
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311: ſi verò aquæ grauitas ad ignem 100 </
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