Monantheuil, Henri de, Aristotelis Mechanica, 1599

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*dia\ ti/ ta\ fero/mena e)n tw=|
dinoume/nw| u(/dati ei)s to\ me/son
fe/retai.
36. Cur lata in vortice
aquarum ad medium de­
uoluuntur.
*dia\ ti/ ta\ fero/mena e)n tw=| dinoume/nw| u(/dati ei)s to\
me/son teleutw=nta fe/rontai a(/panta;
po/teron o(/ti me/geqos
e)/xei to\ fero/menon, w(/ste e)n dusi\ ku/klois ei)=nai, tw=| me\n
e)la/ttoni tw=| de\ mei/zoni, e(ka/teron au)tou= tw=n a)/krwn. w(/ste
perispa=| o( mei/zwn dia\ to\ fe/resqai qa=tton, kai\ pla/gion
a)pwqei= au)to\ ei)s to\n e)la/ttw. e)pei\ de\ pla/tos e)/xei to\
fero/menon, kai\ ou(=tos pa/lin to\ au)to\ poiei=, kai\ a)pwqei= ei)s
to\n e)nto/s, e(/ws a)\n ei)s to\ me/son e)/lqh|.
kai\ to/te me/nei dia\
to\ o(moi/ws e)/xein pro\s a(/pantas tou\s ku/klous to\ fero/menon,
dia\ to\ me/son: kai\ ga\r to\ me/son i)/son a)pe/xei e)n e(ka/stw|
tw=n ku/klwn.
Cur lata in vortice aqua­
rum omnia tandem ad me­
dium deuoluuntur.
An quia
quod fertur magnitudinem
habet: vt ſit in duobus cir­
culis partim quidem in mi­
nore: partim verò in maio­
re.
Vtrumque ipſius extre­
mum
.
Itaque maior circum­
uellit, quia celerius fertur,
& per tranſuerſum impel­
lit ipſum ad minorem.
Quo­
niam vero id quod fertur
latitudinem habet: illéque
rurſus idem facit, & pro­
pellit ad interiorem, quouſ­
que ad medium peruene­
rit.
quia quod fertur, ſimi­
liter ſe habet ad omnes cir­
culos ob medium.
Etenim
ipſum in vnoquoque circulorum æqualiter diſtat.
COMMENTARIVS.
Cvr lata in vortice.] *dino/menon u(/dwr ſeu di/nh Latinis vor­
tex aquæ, & gurges.
Locus eſt profundus in flumine in quo
aqua vertitur, ſic dictus quod gulæ inſtar ad ſe trahat, & deuoret.
Innatantia enim ſeu grauia vt nauim: ſeu leuia vt plumam, ſtatim
atque ad medium ſui adduxit, tam rapidè ſummergit, vt in momen­
to nuſquam videas.
Ariſtoteles in hoc loco præſupponit o)n di/nh| su/­
strofas tw=n u(da/twn
vortices aquoſos eſſe multos circulos concen­
tricos, quorum vt continens maior eſt contento: ita ſemper celerius

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