Descartes, René
,
Renati Des-Cartes principia philosophiae
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ſemper ut recedant à cen
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tro circuli quem deſcri
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bunt
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63
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40. </
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Tertia lex: quòd omne
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corpus, alteri fortiori oc
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currendo, nihil amittat de
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ſuo motu; occurrendo
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verò minùs forti, tantum
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amittere quantum in illud
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transfert
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65
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41. </
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Probatio prioris partis hu
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jus regulae
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È
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42. </
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Probatio poſterioris partis
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66
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43. </
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In quo conſiſtat vis cujuſ
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que corporis ad agendum
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vel reſiſtendum
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È
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44. </
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Motum non eſſe motui
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contrarium, ſed quieti; &
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determinationem in unam
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partem determinationi in
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partem oppoſitam
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67
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45. </
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Quomodo poſſit determi
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nari quantum cujuſque
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corporis motus mutetur
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propter aliorum corporum
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occurſum, idque per regu
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las ſequentes
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È
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46. </
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Prima
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68
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47. </
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Secunda
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È
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48. </
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Tertia
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È
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Quarta
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50. </
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Quinta
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69
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Sexta
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È
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Septima
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È
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53. </
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Harum regularum uſum
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eſſe difficilem, propterea
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quòd unumquodque cor
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pus à multis ſimul tangatur
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70
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54. </
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Quae ſint corpora dura,
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quae fluida
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È
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55. </
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Durorum partes nullo alio
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glutino ſimul jungi, quàm
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earum quiete
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71
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56. </
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<
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Fluidorum particulas aequa
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li vi verſus omnes partes
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moveri. </
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<
s
>Et corpus durum
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in fluido exſiſtens, à mini
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mâ vi poſſe determinari ad
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motum
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71
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57. </
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Ejuſdem rei demonſtratio
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73
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58. </
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Si quae fluidi particulae
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tardiùs moveantur quàm
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corpus durum in eo exſi
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ſtens, illud hac in parte
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fluidi rationem non ha
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bere
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75
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59. </
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Corpus durum, ab alio
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duro impulſum, non om
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nem ſuum motum ab eo
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mutuari, ſed partem etiam
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à fluido circumjacente
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È
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60. </
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Non poſſe tamen ab iſto
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fluido majorem celerita
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tem acquirere, quàm ha
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beat à duro, à quo impul
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ſum eſt
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76
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61. </
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Cùm corpus fluidum to
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tum ſimul verſus aliquam
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partem fertur, neceſſariò
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ſecum deferre corpus du
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rum quod in ſe continet
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È
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62. </
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Cùm corpus durum à fluido
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ſic defertur, non idcirco
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moveri
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77
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63. </
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Cur quaedam corpora tam
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dura ſint, ut, quamvis
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parva, non facilè manibus
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noſtris dividantur
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È
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64. </
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Non alia principia in Phy
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ſicâ quàm in Geometriâ,
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vel in Matheſi abſtractâ, à
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me admitti, nec optari,
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quia ſic omnia naturae
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phaenomena explicantur,
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&scertae de iis demonſtra
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tiones dari poſſunt
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78
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