Huygens, Christiaan, Christiani Hugenii opera varia; Bd. 2: Opera geometrica. Opera astronomica. Varia de optica

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[191.] II. CONSTRUCTIO PROBLEMATIS OPTICI. Propoſitio 39 Libri v. Alhazeni, & 22 lib. VI. Vitellionis.
Page: 525 (759)
[192.] III. ALITER. Dato Speculo Cavo aut Convexo, itemque Oculo & Puncto Rei viſæ, invenire Punctum Reflexionis.
Page: 526 (760)
[193.] IV. COMPENDIUM.
Page: 527 (761)
[194.] V. ALIA SOLUTIO.
Page: 527 (761)
[195.] VI. Excerpta ex litteris Dni. Hugenii Acad. Reg. ſcient. Socii, ad auctorem Diarii Paris. de novo Mi-croſcopio ex Hollandia allato.
Page: 530 (764)
[196.] FINIS.
Page: 531 (765)
[197.] CHRISTIANI HUGENII EXPERIMENTA PHYSICA.
Page: 533
[198.] CHRISTIANI HUGENII EXPERIMENTA PHYSICA. Excerpta ex literis Dni Hugenii, Academiæ regiæ ſcien-tiarum Socii, ad Auctorem Diarii Eruditorum, de Phænomenis aquæ aëre purgatæ.
Page: 535 (769)
[199.] EXPERIMENTUMI. Aqua, ſublatâ aëris preſſione, hæret in tubo.
Page: 536 (770)
[200.] EXPERIMENTUM II. Notabile quid in deſcenſu aquæ aëre purgatæ.
Page: 537 (771)
[201.] EXPERIMENTUM III. Adhibito ſpiritu vini loco aquæ.
Page: 538 (772)
[202.] EXPERIMENTUM IV. Aër, ex Spiritu vini aut aqua exhauſtus, hæc corpora iterum intrat.
Page: 539 (773)
[203.] EXPERIMENTUM V. Laminæ metallicæ arcte inter ſe cohærent in vacuo licet nihil inter has detur.
Page: 541 (775)
[204.] EXPERIMENTUM VI. Effectus Siphonis in vacuo.
Page: 542 (776)
[205.] FINIS.
Page: 542 (776)
[206.] INDEX RERUM Quatuor Tomis contentarum. TOMUS PRIMUS OPERA MECHANICA.
Page: 546
[207.] TOMUS SECUNDUS. OPERA GEOMETRICA.
Page: 550
[208.] TOMUS TERTIUS. OPERA ASTRONOMICA.
Page: 554
[209.] TOMUS QUARTUS OPERA MISCELLANEA.
Page: 557
[210.] FINIS.
Page: 559
[211.] CATALOGUS QUORUNDAM LIBRORUM, Qui apud Janssonios Van der Aa, Bibliopolas Lugduni Batavorum, venales proſtant.
Page: 560
[212.] AVIS AU RELIEUR.
Page: 563
[213.] BERIGT AAN DEN BOEKBINDER.
Page: 563
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          <head xml:id="echoid-head298" xml:space="preserve">INDEX
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          RERUM</head>
          <head xml:id="echoid-head299" style="it" xml:space="preserve">Quatuor Tomis contentarum.</head>
          <head xml:id="echoid-head300" xml:space="preserve">TOMUS PRIMUS
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          OPERA MECHANICA.</head>
          <note style="it" position="right" xml:space="preserve">
            <lb/>
            <emph style="sc">Horologium</emph>
          . pag. 1. Hagæ-Com.
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          # ann. 1658. in quarto.
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            <emph style="sc">Horologium</emph>
            <emph style="sc">Oscillatorium</emph>
          , ſi-
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          # ve de Motu Pendulorum ad Horo-
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          # logia aptato Demonſtrationes Geo-
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          # metricæ. p. 15. Pariſiis 1673. infol.
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          Deſcriptio Horologii. # 33.
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          Tabula Æquationis Dierum. # 44.
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          De Deſcenſu Gravium. # 52.
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          De Deſcenſu ſuper plano inclinato. # 62.
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          Dato in Cycloide puncto, rectam per il-
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          # lud ducere quæ Cycloidem tangat. # 69.
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          De Motu in Cycloide. # 72.
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          In Cycloide cujus axis ad perpendiculum
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          # erectus eſt, vertice deorſum ſpectante,
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          # tempora deſcenſus quibus mobile, à
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          # quocunque in ea puncto dimiſſum, ad
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          # punctum imum verticis pervenit, ſunt
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          # inter ſe æqualia; habentque ad tem-
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          # pus caſus perpendicularis per totum
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          # axem cycloidis eam rationem, quam
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          # ſemicircumferentia circuli ad diame-
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          # trum. # 87.
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          De Linearum curvarum evolutione &
            <lb/>
          # dimenſione. # 89.
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          Semicycloidis evolutione, à vertice cœ-
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          # pta, alia ſemicyclois deſcribitur evo-
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          # lutæ æqualis & ſimilis, cujus baſis eſt
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          # in ea recta quæ cycloidem evolutam in
            <lb/>
          # vertice contingit. # 96.
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          Cyclois linea ſui axis, ſive diametri cir-
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          # culi genitoris, quadrupla eſt. # 97.
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          Cujus lineæ evolutione parabola deſcriba-
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          # tur oſtendere. # 99.
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          Rectam lineam invenire æqualem datæ
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          # portioni curvæ paraboloidis, ejus nem-
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          # pe in qua quadrata ordinatim appli-
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          # catarum ad axem, ſunt inter ſe ſicut
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          # cubi abſciſſarum ad verticem. # 100.
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          Conoidis parabolici ſuperficiei curvæ cir-
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          # culum æqualem invenire. # 102.
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          Sphæroidis oblongi ſuperficiei circulum
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          # æqualem invenire. # 103.
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          Sphæroidis lati ſive compreſſi ſuperficiei
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          # circulum æqualem invenire. # Ibid.
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          Conoidis hyperbolici ſuperficiei curvæ cir-
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          # culum æqualem invenire. # 104.
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          Curvæ parabolicæ æqualem rectam li-
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          # neam invenire. # 105.
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          Lineas curvas exhibere quarum evolutio-
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          # ne ellipſes & hyperbolæ deſcribantur,
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          # rectaſque invenire iiſdem curvis æ-
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          # quales. # 107.
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          Datâ lineâ curvâ, invenire aliam cujus
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          </note>
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