Marci of Kronland, Johannes Marcus
,
De proportione motus figurarum recti linearum et circuli quadratura ex motu
,
1648
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[Figure 31]
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[Figure 32]
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[Figure 33]
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[Figure 34]
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[Figure 35]
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[Figure 36]
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[Figure 37]
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[Figure 38]
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[Figure 39]
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fiat eiuſdem plani; neceſse ubi ex
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a
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promovit in
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g,
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ipſum
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b
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revolui in
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a.
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Similiter ubi
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b
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perventurum eratex
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a
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in
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ipſum
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c
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attinget punctum
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a.
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Quòd ſi maior ſit motus circuli, quàm
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eiuſdem centri; contingit ipſum retroagi. </
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<
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a
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movetur in
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g;
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motus in peripheriâ fit per maius
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ſegmentũ
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ab:
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ac
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proinde orbiculus tangit planum in puncto medio inter
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b
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&
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c.
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Demum ſi maior ſit motus centri quàm gyrationis; videbitur
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motus rectus, & punctum
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b
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inter
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a
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&
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g.
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Inde ergo ratio reddi
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tur; quòd motus centri ab illatâ plagâ deflectat à lineâ rectâ
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AI
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etiam ante grad: 60. </
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>Cùm enim motus orbiculi circularis
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in plano firmetur,
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eaq;
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ratione motui centri reluctetur; ne
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ceſſe motum mixtum inde procreari. </
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De Levigatione & Politura.
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<
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>COrpora polita dicuntur, quæ ſuperficiem habent illius fi
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guræ, quâ terminantur, æquabilem: ut in cubo perfectè
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planam, in globo ſphæricam. </
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<
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>His opponitur aſperum ſeu ſca
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brum: cuius ſuperficies partes habet inæqualiter ſitas, magis
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& minùs depreſſas aut elevatas. </
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Neq;
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omnia corpora æqua
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liter: ſed alia magis, alia minùs, alia nullâ induſtriâ poliuntur:
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ut thophus, pumex, ſuber, panni lanei &c. </
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<
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>Et cùm ſcabrities
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ſeu inæqualitas à duobus proveniat: cùm vel partes inſunt
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verrucoſæ, vel pori ſeu cavernulæ ſuperficiem perforantes,
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quantum vis ſenſum lateant: polituram obtinemus contrariâ
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affectione: verrucarum quidem, & quæ prominent, ablatione:
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ſpatiorum verò inanium repletione. </
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<
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>Quòd ſi eiuſmodi um
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bilici & verruculæ tolli nequeant: aut lacunæ expleri, impo
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libile dicetur corpus, Talia ſunt
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, & quæ dividi neque
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unt in partes minimas: quia
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neq;
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compreſſioni cedunt ad po
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rum ſolidandum, receptâ in eas vacuitates parte magis preſsâ: </
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