Musschenbroek, Petrus van
,
Physicae experimentales, et geometricae de magnete, tuborum capillarium vitreorumque speculorum attractione, magnitudine terrae, cohaerentia corporum firmorum dissertationes: ut et ephemerides meteorologicae ultraiectinae
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INTRODUCTIO ad COHÆRENTIAM
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que eo minus fit Triangulum S B F reſpectu rectanguli ſub A B,
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B F, adeoque Cohærentia reſpectiva fit minor reſpectu abſolutæ,
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unde poſito Triangulo S B F = {1/3} vel {1/4} vel {1/5} & </
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erit Cohærentia reſpectiva {1/3}, vel {1/4} vel {1/5} abſolutæ; </
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Triangulum S B F multo minus adhuc, unde multum adhuc de-
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creſcere Cohærentia reſpectiva poterit, quæ proinde pendebit a ri-
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giditate vel flexibilitate majori minorive fibrarum, poteſtque ſub
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variis obſervari proportionibus, non determinandis niſi ex Expe-
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rientia.</
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">Sequitur ex his non dari in Natura unam regulam Univerſalem
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exponentem proportionem eandem inter Cohærentiam reſpectivam
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& </
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<
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">abſolutam, qualem Geometræ dare anniſi ſunt, cum diverſiſſi-
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ma eſle debeat proportio pro variâ corporum flexibilitate, quemad-
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modum revera Experientia evincit. </
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<
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">Si Philoſophi antequam ope-
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ram huic doctrinæ navaſſent, prius plurima tentamina accurate
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inſtituiſſent, multis peperciſſent laboribus, neque unquam uni u-
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niverſali regulæ inveniendæ incubuiſſent: </
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<
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">quot enim fere diverſa
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corpora dantur, totidem diverſæ proportiones inter Cohærentiam
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abſolutam & </
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<
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dum, qua peracta fuerunt notabo, ut judicium ferri poſſit an ac-
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curate, an negligentius perrexerim.</
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<
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">conſpicitur machina noſtra divulſoria in cujus bi-
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nis perpendicularibus fulcris K K erat foramen Q & </
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dum, illud quadratum, ut infigi poſſent Ligna Cylindrica & </
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rallelopipeda, erat utrumque ejus amplitudinis, ut arctiſſime com-
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plecteretur corpora ſibi immiſſa: </
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">oræ foraminum Q & </
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nitæ lamina craſſa cuprea, ne læderentur a corporibus immiſſis,
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inflexiſque, & </
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deris a foramine: </
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Tab. </
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tos; </
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<
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">hæc applicabatur lateri fulcri K ad machinam divulſoriam, ut
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linea, ubi diviſio prima incipit, eſſet in eadem horizontali cum
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inferiori parte foraminis Q vel R: </
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tis & </
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miſſo appenditur pondus, inflexio fit ante rupturam, neque </
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