Bernoulli, Daniel
,
Hydrodynamica, sive De viribus et motibus fluidorum commentarii
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HYDRODYNAMICÆ
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diverſa particularum aërearum gravitatione in diverſis à centro terræ diſtantiis
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ſufficienter explicari, prouti Newtonus tentavit ſtatuendo gravitationes ha-
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rum particularum decreſcere in ratione quadrata diſtantiarum à centro terræ,
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quæ hypotheſis in altitudinibus 13000 pedes Pariſ. </
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<
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xml:space
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">non excurrentibus ſenſibi-
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lem differentiam non efficit ab hypotheſi uniformis gravitationis. </
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<
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xml:space
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">Similiter
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ego aliquando incidi in opinionem auctam vim centrifugam particularum
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aërearum in majoribus altitudinibus aliquid hic contribuere poſſe; </
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<
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xml:space
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">at pariter
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inſtituto calculo opinioni huic non amplius adhæſi. </
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<
s
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xml:space
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">Interim non puto, ab-
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ſurdum eſſe, ſi dicamus calorem aëris medium eo majorem eſſe, quo ma-
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gis à ſuperficie maris diſtet. </
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<
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xml:space
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">Velim autem ut probe notetur, hic ſermonem
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eſſe de calore medio in libera atmoſphæra: </
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<
s
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xml:space
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">ſic enim fieri poteſt, ut calor realis
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quidem in montibus non creſcat ex cauſis aliis, nec tamen inde hypo-
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theſis evertatur, quandoquidem §. </
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<
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<
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xml:space
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">jam demonſtratum fuerit,
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pondus columnæ mercurii in barometro non præciſe cenſendum eſſe æquale
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ponderi columnæ aëreæ in illa regione fumtæ, ſed ponderi medio omnium
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columnarum terræ inſiſtentium: </
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<
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xml:space
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">De diverſis denſitatibus itaque ſic ſentio.</
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<
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<
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xml:space
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">Si æqualis eſſet ubique calor, forent utique denſitates elaſticita-
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tibus ad ſenſus proportionales, reſponderentque altitudines verticales loga-
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rithmis altitudinum barometricarum: </
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<
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xml:space
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">At vero id experimentis repugnare po-
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no: </
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<
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">neque tamen crediderim in duobus locis parum à ſe invicem diſſitis no-
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tabilem intercedere poſſe caloris differentiam, quia calor in corpore rariore
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ut eſt aër, mox uniſormiter diſtribuitur, niſi perpetua adſit cauſa, quæ aërem
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vicinum calefaciat.</
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<
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">Alia autem res eſt in locis remotioribus, nec enim abſurdum puto aë-
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rem vel decies denſiorem ſtatuere ſub polis, quam ſub æquatore, ſi modo
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aër utrobique accipiatur ſuperficiei terræ proximus; </
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<
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">at in magnis altitudini-
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bus minor utique erit differentia inter denſitatem aëris qui polis & </
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<
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">ejus qui
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æquatori reſpondet cæteris paribus, & </
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<
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">propterea inæqualiter admodum
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decreſcent à ſuperficie terræ denſitates aëris & </
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<
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">multo magis decreſcent ſub
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polis quam ſub æquatore: </
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<
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">hoc igitur modo fieri poſſet, ut ſub polis denſitates
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aëris reales in parvis altitudinibus v. </
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<
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<
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">decreſcant in ratione ut (22000 + x)
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ad 22000
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ob auctum calorem, & </
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<
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">ſub æquatore vix ſenſibiliter decre-
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ſcant, ob diminutum calorem, quæ caloris diminutio prope </
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