Baliani, Giovanni Battista
,
De motu naturali gravium solidorum
,
1638
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">Lineae descensus gravium super plano inclinato mo-
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torum, sunt in duplicata ratione diuturnitatum.
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veantur gravia A, C, & sint EF ipsorum diuturnitates.
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">Secetur AB bifariam in G, & erecta GH, perpendiculari
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longissima, fiant pendula HI, HK, quae sint inter se ut A
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B, CD, & eleventur in L, M, describentia arcus LI, KM,
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secantes GH in N, O, & ab N hinc inde secentur arcus N
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P, NQ aequales quo ad sensum rectis GA, GB, & ductis P
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H, QH, secetur pariter arcus LI, in R, S, & intelligan-
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tur arcus PQ, RS, tam parvae curvitatis, ob maximam
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longitudinem pendulorum HI, HK, ut pro rectis habean-
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tur, puta portionis minimae, & proinde aequales rectis A
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B, CD: sit Z quadratum diuturnitatis E, & V, diuturnitatis
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F, & sint XY diuturnitates vibrationum PQ, RS.
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