Galilei, Galileo
,
Discourse concerning the natation of bodies
,
1663
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mit
a
Board
of
Ebony
into
the
Water
,
you
do
not
put
therein
a
Solid
more
grave
in
ſpecie
than
the
Water
,
but
one
lighter
,
for
be
ſides
the
Ebony
,
there
is
in
the
Water
a
Maſs
of
Air
,
united
with
the
Ebony
,
and
ſuch
,
and
ſo
light
,
that
of
both
there
reſults
a
Compoſition
leſs
grave
than
the
Water
:
See
,
therefore
,
that
you
remove
the
Air
,
and
put
the
Ebony
alone
into
the
Water
,
for
ſo
you
ſhall
immerge
a
So
lid
more
grave
then
the
Water
,
and
if
this
ſhall
not
go
to
the
Bottom
,
you
have
well
Philoſophized
,
and
I
ill
.
Now
,
ſince
we
have
found
the
true
Cauſe
of
the
Natation
of
thoſe
Bodies
,
which
otherwiſe
as
being
graver
than
the
Water
,
would
de
ſcend
to
the
bottom
,
I
think
,
that
for
the
perfect
and
diſtinct
know
ledge
of
this
buſineſs
,
it
would
be
good
to
proceed
in
a
way
of
diſ
covering
demonſtratively
thoſe
particular
Accidents
that
do
attend
theſe
effects
,
and
,
PROBL.
I
.
To
finde
what
proportion
ſeverall
Figures
of
different
Matters
ought
to
have
,
unto
the
Gravity
of
the
Water
,
that
ſo
they
may
be
able
by
vertue
of
the
Contigucus
Air
to
ſtay
afloat
.
To
finde
the
proportion
Fi
gures
ought
to
have
to
the
wa
ters
Gravity
,
that
by
help
of
the
contiguous
Air
,
they
may
ſwim
.
Let
,
therefore
,
for
better
illuſtration
,
D
F
N
E
be
a
Veſſell,
wherein
the
water
is
contained
,
and
ſuppoſe
a
Plate
or
Board
,
whoſe
thickneſs
is
comprehended
between
the
Lines
I
C
and
O
S
,
and
let
it
be
of
Matter
exceeding
the
water
in
Gravity
,
ſo
that
being
put
upon
the
water
,
it
dimergeth
and
abaſeth
below
the
Levell
of
the
ſaid
water
,
leaving
the
little
Banks
A
I
and
B
C
,
which
are
at
the
greateſt
height
they
can
be
,
ſo
that
if
the
Plate
I
S
ſhould
but
deſcend
any
little
ſpace
farther
,
the
little
Banks
or
Ramparts
would
no
longer
conſiſt
,
but
expulſing
the
Air
A
I
C
B
,
they
would
dif
fuſe
themſelves
over
the
Superficies
I
C
,
and
would
ſubmerge
the
Plate
.
The
height
AIBC
is
therefore
the
greateſt
profundity
that
the
[Figure 9]
little
B
anks
of
water
admit
of
.
Now
I
ſay
,
that
from
this
,
and
from
the
proportion
in
Gra
vity,
that
the
Matter
of
the
Plate
hath
to
the
water
,
we
may
eaſily
ſinde
of
what
thickneſs
,
at
moſt
,
we
may
make
the
ſaid
Plates
,
to
the
end
,
they
may
be
able
to
bear
up
above
water
:
for
if
the
Matter
of
the
Plate
or
B
oard
I
S
were
,
for
Example
,
as
heavy
again
as
the
water
,
a
B
oard
of
that
Matter
ſhall
be
,
at
the
moſt
of
a
thickneſs
equall
to
the
greateſt
height
of
the
B
anks,
that
is
,
as
thick
as
A
I
is
high
:
which
we
will
thus
demonſtrate
.
Lot
the
So
lid
I
S
be
donble
in
Gravity
to
the
water
,
and
let
it
be
a
regular
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