8
Conf
igur
ati
on of
“
Ca
libr
ati
on”
Us
in
g t
he
a
rro
ws
o
n t
he
k
ey
pa
d,
se
le
ct
th
e “
Ca
lib
ra
tio
n”
ic
on
.
Ne
xt,
s
ele
ct
th
e c
ha
nn
el
nu
mb
er
to
c
on
fig
ure
b
y p
re
ss
in
g t
he
u
p /
d
ow
n a
rro
ws
a
nd
p
re
ss
th
e
rig
ht
a
rro
w.
Th
e s
cre
en
s a
llo
w y
ou
to
d
efi
ne
th
e “
Ca
l Ze
ro
” a
nd
“C
al
Sp
an
” v
alu
es
fo
r a
c
ha
nn
el
th
at
is
co
nfi
gu
re
d f
or
0-1
V
, 0
-5
V
, 0
-1
0 V
o
r 4
-2
0 m
A i
np
ut.
Ex
am
ple
1
:
A p
re
ss
ure
tr
an
sm
itt
er
is
c
on
ne
cte
d t
o c
ha
nn
el
# 1
. Th
e t
ra
ns
mit
te
r h
as
a
4
-2
0 m
A
ou
tp
ut
re
pre
se
nti
ng
a
p
re
ss
ure
in
pu
t o
f 0
-
50
0 P
SI.
T
he
“C
al
Zero
” a
nd
“C
al
Sp
an
”
va
lu
es
w
ou
ld
b
e d
efi
ne
d a
s:
Ca
l Ze
ro
=
0
Ca
l S
pa
n =
5
00
No
te
th
at
th
e “
En
gin
ee
rin
g U
nit
s”
wo
uld
b
e i
np
ut
as
P
SI
in
“C
ha
nn
el”
c
on
fig
ura
tio
n
ab
ov
e.
Ex
am
ple
2
:
An
o
xy
ge
n s
en
so
r i
s c
on
ne
cte
d t
o c
ha
nn
el
# 2
. Th
e o
utp
ut
of
th
e o
xy
ge
n s
en
so
r i
s 0
-1
VD
C (
0-1
00
0 m
V).
Th
e “
Ca
l Ze
ro
” a
nd
“C
al
Sp
an
” v
alu
es
w
ou
ld
b
e d
efi
ne
d a
s:
Ca
l Ze
ro
=
0
Ca
l S
pa
n =
1
00
0
No
te
th
at
th
e “
En
gin
ee
rin
g U
nit
s”
wo
uld
b
e i
np
ut
as
m
V i
n “
Ch
an
ne
l”
co
nfi
gu
ra
tio
n
ab
ov
e.
Conf
igur
ati
on of
“
Ala
rm
S
ett
ings
”
Us
in
g t
he
a
rro
ws
o
n t
he
k
ey
pa
d,
se
le
ct
th
e “
Ala
rm
S
ett
in
gs
” i
co
n.
Ne
xt,
s
ele
ct
th
e c
ha
nn
el
nu
mb
er
to
c
on
fig
ure
b
y p
re
ss
in
g t
he
u
p /
d
ow
n a
rro
ws
a
nd
p
re
ss
th
e
rig
ht
a
rro
w.
Us
e t
he
ri
gh
t
a
rro
w t
o n
av
ig
ate
a
nd
s
ele
ct
th
e f
ollo
win
g:
En
ab
le
a
la
rm
s
Ye
s /
N
o
Ala
rm
T
yp
e
la
tc
hin
g o
r n
on
-la
tc
hin
g
Ala
rm
O
utp
ut
se
le
ct
to
e
na
ble
o
utp
ut
tri
p
Ala
rm
L
ow
se
le
ct
th
re
sh
old
fo
r u
nd
er-
tri
p
Ala
rm
H
ig
h
se
le
ct
th
re
sh
old
fo
r o
ve
r-t
rip
Ala
rm
R
es
et
Po
in
ts
se
le
ct
eit
he
r t
he
d
efa
ult
re
se
t v
alu
e o
r m
an
ua
lly
s
et
Ala
rm
R
es
et
Lo
w
ma
nu
ally
s
et
re
se
t h
ys
te
re
sis
fo
r l
ow
tr
ip
Ala
rm
R
es
et
Hig
h
ma
nu
ally
s
et
re
se
t h
ys
te
re
sis
fo
r h
ig
h t
rip