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

Table of contents

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[621.] CAPUT OCTAVUM. De Cohærentia ſolidorum utrimque a foramine arcto exceptorum.
Page: 656 (639)
[622.] EXPERIMENTUM CCIX.
Page: 657 (640)
[623.] EXPERIMENTUM CCX.
Page: 657 (640)
[624.] EXPERIMENTUM CCXI.
Page: 658 (641)
[625.] EXPERIMENTUM CCXII.
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[626.] EXPERIMENTUM CCXIII.
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[627.] EXPERIMENTUM CCXIV.
Page: 659 (642)
[628.] EXPERIMENTUM CCXV.
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[629.] EXPERIMENTUM CCXVI.
Page: 660 (643)
[630.] EXPERIMENTUM CCXVII.
Page: 660 (643)
[631.] EXPERIMENTUM CCXVIII.
Page: 660 (643)
[632.] EXPERIMENTUM CCXIX.
Page: 660 (643)
[633.] EXPERIMENTUM CCXX.
Page: 661 (644)
[634.] TABULA
Page: 664 (647)
[635.] EXPERIMENTUM CCXXI.
Page: 668 (651)
[636.] CAPUT NONUM. De Cohærentia corporum compreſſorum.
Page: 669 (652)
[637.] EXPERIMENTUM CCXXII.
Page: 672 (655)
[638.] EXPERIMENTUM CCXXIII.
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[639.] EXPERIMENTUM CCXXIV.
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[640.] EXPERIMENTUM CCXXV.
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[641.] EXPERIMENTUM CCXXVI.
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[642.] EXPERIMENTUM CCXXVII.
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[643.] EXPERIMENTUM CCXXVIII.
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[644.] EXPERIMENTUM CCXXIX.
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[645.] EXPERIMENTUM CCXXX.
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[646.] EXPERIMENTUM CCXXXI.
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[647.] EXPERIMENTUM CCXXXII.
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[648.] EXPERIMENTUM CCXXXIII.
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[649.] EXPERIMENTUM CCXXXIV.
Page: 673 (656)
[650.] EXPERIMENTUM CCXXXV.
Page: 674 (657)
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624607CORPORUM FIRMORUM.
Vocetur C A, a. CD, b. circumferentia deſcripta a puncto B
ſit c. invenietur ſoliditas corporis generati = {bcr/3}. centrum gravi-
tatis in axe CD diſtat a puncto D = {7/16} D C = {7/16}b. quare momen-
tum ex gravitate erit {7bbcr/48}. quia autem D B eſt = 2aa
erit Cohærentia = 8 a32.
PROPOSITIO LXXXIX.
Tab. XXVI. fig. 12. Sit ſolidum Hyperbolicum ABCE, in quo
ſegmentum LIKM baſi parallelum, erit Cohærentia ſolidi ABC
ad eam ſegmenti LIKMC, utirectangulumex GC, GH ad rectan-
gulum ex NC, NH.
Sit C H axis Hyperbolæ primus, quo ducto erit Cohærentia
baſeos A B F E ad Cohærentiam baſeos LIKM, in ratione dupli-
cata E A ad LI. ſed eſt quadratum E A ad quadratum LI, uti re-
ctangulum ex abſciſſa G C X per G H, ad rectangulum ex abſciſſa-
N C in N H. quare patet propoſitum.

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