Bošković, Ruđer Josip
,
Theoria philosophiae naturalis redacta ad unicam legem virium in natura existentium
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geretur: </
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">at quoniam acies ibidem progreſſum ſuperficiei inter-
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rumpit; </
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ca illam prætervolat; </
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<
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iſtantia directionem
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conſervat poſtremo loco acquiſitam, & </
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<
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a priore, moveri pergit: </
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<
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">ut adeo tota luminis Theoria ſibi ubi-
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que admodum conformis ſit, & </
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<
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prime conſentiens, cujus rami quidam ſunt bina Newtoni præ-
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clariſſima comperta virium, quibus cæleſtia corpora motus per-
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agunt ſuos, & </
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tur, diffringuntur. </
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<
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">De ſapore, &
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odore: multo-
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rum error in ra-
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tione denſitatis
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odoris propaga-
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ti.</
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parit, ac ideam colorum excitat, pronum eſt delabi ad ſenſus
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ceteros, in quibus multo minus immorabimur, cum circa eos
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multo minora habeamus comperta, quæ determinatam phyſi-
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cam explicationem ferant. </
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">Saporis ſenſus excitatur in palato
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a ſalibus. </
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<
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quæ ad diverſum excitandum motum in papillis palati abunde
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ſufficit; </
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<
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">licet etiam dum diſſolvuntur, vires varias pro varia
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punctorum diſpoſitione exercere debeant, quæ ſaporum diſcri-
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men inducant. </
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">Odor eſt quidam tenuis vapor ex odoriferis
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corporibus emiſſus, cujus rei indicia ſunt ſane multa, nec o-
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mnino aſſentiri poſſum illi, qui odorem etiam, ut ſonum, in
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tremore medii cujusdam interpoſiti cenſet conſiſtere. </
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<
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quæ evaporationum ſit cauſa, explicavimus abunde num. </
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<
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prima parte meæ diſſertationis De Lumine , qui multi ſane
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ſunt, & </
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<
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">præſtantes Phyſici, qui odoribus etiam tribuunt pro-
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prietatem lumini debitam, ut nimirum eorum denſitas minua
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tur in ratione reciproca duplicata diſtantiarum a corpore odo-
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rifero. </
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<
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">Ea proprietas non convenit omnibus iis, quæ a dato
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puncto diffunduntur in ſphæram, ſed quæ diffunduntur cum
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uniformi celeritate, ut lumen. </
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<
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concentrici tenuiſſimi datæ craſſitudinis; </
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<
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adeoque ut quadrata diſtantiarum a communi centro, ac den-
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ſitas materiæ erit in ratione ipſorum reciproca; </
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<
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eadem: </
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rioribus; </
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<
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">oportet ſane, tota materia, quæ erat in citeriori-
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bus ipſis, progrediatur ad ulteriores orbes motu uniformi, quo
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fiet, ut, appellente ad citeriorem ſuperſiciem orbis ulterioris par-
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ticula, quæ ad citeriorem citerioris appulerat, appellat ſi-
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mul ad ulteriorem ulterioris, quæ appulerat ſimul ad ulterio-
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rem citerioris, materia tota ex orbe citeriore in ulteriorem ac-
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curate translata: </
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<
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">quod niſi fiat, vel niſi loco uniformis pro-
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greſſus habeatur accurata compenſatio velocitatis imminutæ , & </
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impeditæ a progreſſu partis vaporum, quæ compenſatio accu-
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rata eſt admodum improbabilis; </
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<
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ce proportionalis orbibus, ſive eorum ſuperficiebus, vel diſtan-
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tiarum quadratis.</
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