Monantheuil, Henri de, Aristotelis Mechanica, 1599

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1erunt vna omnino recta, quod vbi eſſet, vt cum b a peruenit ad b
l,
tunc lationes b ad l, & b ad d eſſent ad contrarios omnino
terminos.
Latus verò vno.] Breuiter cauſam attingit ſecundi problema­
tis, quod in motu à nullo impeditum æquum eſt celerius moueri: quam
quod impeditur.
Latus autem in dicto Rhombo à nullo impeditur:
contra b impeditur. Ergo l b latus celerius feretur ipſo b.
Æquum eſt igitur.] Id nuſquam in hoc problemate demon­
ſtratum eſt, poteſt etiam falſum eſſe.
Cæterum ex hoc problemate
collige, quod etiam Leonicus annotauit, quantum corporum confor­
mationes & figurarum in illis varietas peculiares illorum inclina­
tiones, naturaleſque motus aut adiuuent, aut contra inſigniter impe­
diant.
Conglobata etenim exempli gratia plumbi maſſa, ſi naturæ
relinquatur ſuæ, rectà citius deorſum fertur: quam ſi eadem pondere
ſeruato extenſa fuerit in laminam: immò rurſus inflexa & inſtar
carinæ conformata fluitabit in aquis.
In rebus etiam artificialibus
gladius acuta ſui acie facile ſecat: obtuſa non item.
Hæc cum ita
ſint nemini abſurdum videri debet, duo puncta duabus motionibus
æquali celeritate mota non æquale pertranſire ſpatium: ſed muſtò
plus maiuſque illorum alterum, vt ex Rhombi natura certò demon­
ſtratum eſt.
25. *dia\ ti/ o( mei/zwn ku/klos
tw=| e)la/ttoni i)/shn e)celi/tte­
tai.
25. Cur maior circulus cum
minore per æqualem re­
uoluitur.
*)aporei=tai dia\ ti/ pote o( mei/zwn ku/klos tw=| e)la/ttoni
ku/klw| i)/shn e)celi/ttetai grammh/n, o(/tan peri\ to\ au)to\ ke/ntron
teqw=si.
xwri\s de\ e)kkulio/menoi, w(/sper to\ me/geqos au)tw=n
pro\s to\ me/geqos e)/xei, ou(/tws kai\ ai( grammai\ au)tw=n
gi/nontai pro\s a)llh/las.
e)/ti de\ e(no\s kai\ tou= au)tou= ke/ntrou
o)/ntos a)mfoi=n, o(te\ me\n thlikau/th gi/netai h( grammh\, h(\n
e)kkuli/ontai, h(li/khn o( e)la/ttwn ku/klos kaq' au(to\n e)kkuli/etai,
o(te\ de\ o(/shn o( mei/zwn.
o(/ti me\n ou)=n mei/zw e)kkuli/etai
o( mei/zwn, fanero/n.
gwni/a me\n ga\r dokei= kata\ th\n
ai)/sqhsin ei)=nai h( perife/reia e(ka/stou th=s oi)kei/as diame/trou,
h( tou= mei/zonos ku/klou mei/zwn, h( de\ tou= e)la/ttonos, e)la/ttwn
w(/ste to\n au)to\n tou=ton e(/cousi lo/gon, kaq' a(\s e)cekuli/sqhsan
ai( grammai\ pro\s a)llh/las kata\ th\n ai)/sqhsin.
a)lla\ mh\n
kai\ o(/ti th\n i)/shn e)kkuli/ontai, o(/tan peri\ to\ au)to\ ke/ntron
kei/menoi w)=si, dh=lon, kai\ ou(/tws gi/netai, o(te\ me\n i)/sh th=|
grammh=|, h(\n o( mei/zwn ku/klos e)kkuli/etai, o(te\ de\ e)la/ttwn.

e)/stw ga\r ku/klos o( mei/zwn me\n, e)f' ou(= ta\ *d*z*g, o( de\
e)la/ttwn e)f' ou(= ta\ *e*h*b: ke/ntron de\ a)mfoi=n to\ *a, kai\
h(\n me\n e)celi/ttetai kaq' au(to\n o( me/gas, h( e)f' h(=s *z*l e)/stw.
h(\n de\ o( e)la/ttwn kaq' au(to/n, h( e)f' h(=s *h*k, i)/sh th=| *a*z.
e)a\n dh\ kinw= to\n e)la/ttona, to\ au)to\ ke/ntron kinw=, e)f' ou(=
to\ *a.
o( de\ me/gas proshrmo/sqw. o(/tan ou)=n h( *a*b o)rqh\ ge/nhtai
pro\s th\n *h*k, a(/ma kai\ h( *a*g gi/netai o)rqh\ pro\s th\n
*z*l: w(/ste e)/stai i)/shn a)ei\ dielhluqui=a: th\n me\n *h*k, e)f'
w(=| *h*b perife/reia, th\n de\ *z*l, h( e)f' h(=s *z*g.
ei) de\ to\
te/tarton me/ros i)/shn e)celi/ttetai, dh=lon o(/ti kai\ o( o(/los ku/klos
tw=| o(/lw| ku/klw| i)/shn e)celittetai, w(/ste o(/tan h( *b*h
grammh\ e)/lqh| e)pi\ to\ *k, kai\ h( *z*g e)/stai perife/reia e)pi\
th=s *z*l, kai\ o( ku/klos o(/los e)ceiligme/nos.
o(moi/ws de\ kai\
e)a\n to\n me/gan kinw=, e)narmo/sas to\n mikro/n, tou= au)tou= ke/ntrou
o)/ntos, a(/ma th=| *a*g, h( *a*b ka/qetos kai\ o)rqh\ e)/stai, h(
me\n pro\s th\n *z*i, h( de\ pro\s th\n *h*q.
w(/ste o(/tan kat' i)/shn, h(
me\n th=| *h*q e)/stai dielhluqui=a, h( de\ th=| *z*i, kai\ ge/nhtai
o)rqh\ pa/lin h( *a*g pro\s th\n *z*i, kai\ h( *a*b o)rqh\ pa/lin, pro\s th\n
*h*q w(s to\ e)c a)rxh=s e)/sontai e)pi\ tw=n *q*i.
to\ de\ mh/te sta/sews
ginome/nhs tou= mei=zonos tw=| e)la/ttoni, w(/ste me/nein tina\ xro/non
e)pi\ tou= au)tou= shmei/ou: kinou=ntai ga\r sunexw=s a)/mfw a)mfotera/kis.
mh/ te u(perphdw=ntos tou= e)la/ttonos mhqe\n shmei=on,
to\n me\n mei/zw tw=| e)la/ttoni i)/shn diecie/nai, to\n de\ tw=| mei/zoni,
a)/topon.
Dubium eſt cur maior cir­
culus æqualem minori circu­
lo orbitam volutione pera­
gret, quando circa idem centrum
poſitus eſt: At cum ſeorſum
voluuntur, vt horum magni­
tudines ſe habent inter ſe, ita
etiam eorum orbitæ.
Præterea
vno & eodem exiſtente cen­
tro, aliquando quidem tan­

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