Huygens, Christiaan, Christiani Hugenii opera varia; Bd. 1: Opera mechanica

Table of contents

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[191.] VI. Demonſtratio Æquilibrii bilancis.
Page: 397 (282)
[192.] VII. De potentiis fila funesve trahentibus.
Page: 405 (287)
[193.] VIII. Solitio problematis a G G. Leibnitio propoſiti in diario (cui titulus Nouvelles de la Republi-que des Lettres) menſis Sept. 1687. PROBLEMA.
Page: 408 (290)
[194.] Solutio.
Page: 408 (290)
[195.] IX. Chriſtiani Hugenii, Solutio Problematis de linea in quam flexile ſe pondere pro-prio curvat.
Page: 409 (291)
[196.] X. Hugenii Annotationes in librum Pariſiis 1689. editum, de Manuaria Nautica.
Page: 410 (292)
[197.] XI. Reſponſum Dni Renaldi ad Dominum Hugenium.
Page: 414 (296)
[198.] XII. Exceptio Dni Hugenii ad Reſponſum Dni Renaldi.
Page: 423 (305)
[199.] FINIS.
Page: 426 (308)
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page |< < (191) of 434 > >|
296191HOROLOG. OSCILLATOR.
X.
11De vi
CENTRE-
FUGA.
Si mobile in circumferentia feratur, circuitus-
que ſingulos abſolvat eo tempore, quo pendulum,
longitudinem ſemidiametri circumferentiæ ejus ha-
bens, motu conico circuitum minimum abſolveret,
vel duplicem oſcillationem minimam lateralem: ha-
bebit vim centrifugam ſuæ gravitati æqualem.
XI.
Penduli cujuslibet, motu conico lati, tempora
circuitus æqualia erunt tempori caſus perpendicula-
ris, ex altitudine penduli filo æquali; cum angu-
lus inclinationis fili, ad planum horizontis, fuerit
partium 2. ſcrup. 54, proxime. Exacte vero, ſi
anguli dicti ſinus fuerit ad radium, ut quadra-
tum circulo inſcriptum ad quadratum à circumfe-
rentia ejus.
XII.
Si pendula duo, pondere æqualia, ſed inæquali
filorum longitudine, motu conico gyrentur, fue-
rintque conorum altitudines æquales; erunt vires,
quibus fila ſua intendent, in eadem ratione quæ
eſt filorum longitudinis.

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