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

Table of contents

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[91.] PROPOSITIO III.
[92.] PROPOSITIO IV.
[93.] PROPOSITIO V.
[94.] PROPOSITIO VI.
[95.] DEFINITIO XIV.
[96.] DEFINITIO XV.
[97.] PROPOSITIO VII.
[98.] PROPOSITIO VIII.
[99.] PROPOSITIO IX.
[100.] PROPOSITIO X.
[101.] PROPOSITIO XI.
[102.] PROPOSITIO XII.
[103.] PROPOSITIO XIII.
[104.] PROPOSITIO XIV.
[105.] PROPOSITIO XV.
[106.] PROPOSITIO XVI.
[107.] PROPOSITIO XVII.
[108.] PROPOSITIO XVIII.
[109.] PROPOSITIO XIX.
[110.] PROPOSITIO XX.
[111.] PROPOSITIO XXI.
[112.] Centrum oſcillationis Circuli.
[113.] Centrum oſcillationis Rectanguli.
[114.] Centrum oſcillationis Trianguli iſoſcelis.
[115.] Centrum oſcillationis Parabolæ.
[116.] Centrum oſcillationis Sectoris circuli.
[117.] Centrum oſcillationis Circuli, aliter quam ſupra.
[118.] Centrum oſcillationis Peripheriæ circuli.
[119.] Centrum oſcillationis Polygonorum ordinatorum.
[120.] Loci plani & ſolidi uſus in hac Theoria.
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page |< < (120) of 434 > >|
192120CHRISTIANI HUGENII nes, per arcus ſimiles, æqualibus temporibus per-
11Decentro
OSCILLA-
TIONIS.
aguntur.
VI.
Planum Oſcillationis dicatur illud, quod per cen-
trum gravitatis figuræ ſuſpenſæ duci intelligitur,
ad axem oſcillationis rectum.
VII.
Linea centri, recta quæ per centrum gravitatis
figuræ ducitur, ad axem oſcillationis perpendicula-
ris.
VIII.
Linea perpendiculi, recta in plano oſcillationis,
ducta ab axe oſcillationis, ad horizontis planum per-
pendicularis.
IX.
Centrum oſcillationis vel agitationis figuræ cu-
juslibet, dicatur punctum in linea centri, tantum
ab axe oſcillationis diſtans, quanta eſt longitudo
penduli ſimplicis quod figuræ iſochronum ſit.
X.
Axis gravitatis, linea quævis recta, per cen-
trum gravitatis figuræ tranſiens.
XI.
Figura plana, vel linea in plano ſita, in pla-
num agitari dicatur, cum axis oſcillationis in eo-
dem cum figura lineave eſt plano.

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