Salusbury, Thomas, Mathematical collections and translations (Tome I), 1667
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1
tick
, but is inclined upon the ſame, as its crooked courſe, but
ven
now obſerved, makes me believe, we ſhall be able to make
ſuch
conjectures of the ſtates of the Sun and Earth, as neither ſo
ſolid
or ſo rational have been hitherto deduced from any other
cident
whatſoever.
I being awakened at ſo great a promiſe,
portun
'd him to make a free diſcovery of his conceit unto me.
And he continued his diſcourſe to this purpoſe. If the Earths

motion
were along the Ecliptique about the Sun; and the Sun
were
conſtituted in the centre of the ſaid Ecliptick, and therein
revolved
in its ſelf, not about the Axis of the ſaid Ecliptique
(which would be the Axis of the Earths annual motion) but
on
one inclined, it muſt needs follow, that ſtrange changes will
repreſent
themſelves to us in the apparent motions of the Solar
ſpots
, although the ſaid Axis of the Sun ſhould be ſuppoſed to
perſiſt
perpetually and immutably in the ſame inclination, and in
one
and the ſame direction towards the ſelf-ſame point of the
Univerſe
.
Therefore the Terreſtrial Globe in the annual motion
moving
round it, it will firſt follow, that to us, carried about by
the
ſame, the courſes of the ſpots ſhall ſometimes ſeem to be
made
in right lines, but this only twice a year, and at all other
times
ſhall appear to be made by arches inſenſibly incurvated.
Secondly, the curvity of thoſe arches for one half of the year,
will
ſhew inclined the contrary way to what they will appear in
the
other half; that is, for ſix moneths the convexity of the
ches
ſhall be towards the upper part of the Solar Diſcus, and for
the
other ſix moneths towards the inferiour.
Thirdly, the ſpots
ginning
to appear, and (if I may ſo ſpeak) to riſe to our eye from
the
left ſide of the Solar Diſcus, and going to hide themſelves
and
to ſet in the right ſide, the Oriental termes, that is, of their
firſt
appearings for ſix moneths, ſhall be lower than the oppoſite
termes
of their occultations; and for other ſix moneths it ſhall
happen
contrarily, to wit, that the ſaid ſpots riſing from more
levated
points, and from them deſcending, they ſhall, in their
courſes
, go and hide themſelves in lower points; and onely for
two
dayes in all the year ſhall thoſe termes of riſings and
tings
be equilibrated: after which freely beginning by ſmall
grees
the inclination of the courſes of the ſpots, and day by day
growing
bigger, in three moneths, it ſhall arrive at its greateſt
obliquity
, and from thence beginning to diminiſh, in ſuch another
time
it ſhall reduce it ſelf to the other Æquilibrium. It ſhall
pen
, for a fourth wonder, that the courſe of the greateſt
quity
ſhall be the ſame with the courſe made by the right line,
and
in the day of the Libration the arch of the courſe ſhall ſeem
more
than ever incurvated.
Again, in the other times,
ing
as the pendency ſhall ſucceſſively diminiſh, and make its

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