Sauter Components RDT 300 F001, User Manual

Page: 33 / 64

Overview of models 2 - 29
7000928003 R4
Sauter Components
Block diagram RDT 300 Model 6
+
-
X
w
1
X
n
1
N
e
ut
ra
lz
o
n
e
1
X
w
r
X
w
1
y1
X
i1
P
I
C
on
tr
ol
le
r
1
yc
1
X
p
1
T
n
1
X
p
1
/
X
i2
y1
P
I3
P
I1
d
X
i4
b
X
i4
b
X
i4
cX
i4
T
F
4
(J
u
m
p
e
r)
x
xi
d
X
i3
b
X
i3
b
X
i3
cX
i3
T
F
3
(J
u
m
p
e
r)
x
xi
d
X
i2
b
X
i2
b
X
i2
cX
i2
T
F
2
(J
um
p
e
r)
X
i1
dX
i1
bX
i1
bX
i1
cX
i1
T
F
1
(J
u
m
p
e
r)
x
xi
x
xi
X
i5
cX
i5
T
F
5
X
i6
cX
i6
T
F
6
x
xi
X
i2
X
i3
X
i4
D
e
w
po
in
t
ca
lc
u
la
tio
n
f=
(H
%
+
T
)
°C
T
P
y3
y
yc
LY
/
Y
o
1
0V
L
Y
.
R
el
.1
y2
y
yc
LY
/
Y
o
1
0V
0
1
0
0%
L
Y
.
y1
y
yc
LY
/
Y
o
1
0V
0
1
0
0%
L
Y
.
R
1
P
U
P
(I
)
C
o
nt
ro
lle
lim
ite
r
4
yc
4
X
p
4
T
n
4
X
p
4
/
M
a
x
R
el
.2
R
2
P
U
R
el
.3
R
3
P
U
R
el
.4
R
4
P
U
R
el
.5
R
5
P
U
R
el
.6
R
6
P
U
1
0
0
%
F
lo
w
te
m
p
.
fo
r
co
ol
in
g
O
ut
do
or
te
m
p
.
H
um
id
ity
cX
s3
H
e
a
tin
g
cu
rv
e
T
e
m
p
er
a
tu
re
X
s3
/4
cX
s1
X
s1
/2
X
s(
T
P
)
L
1
L
1
d
H
L
1
(x
ts
w
itc
h
ov
e
r
P
u
m
p
H
ea
tin
g
C
h
an
ge
ov
e
r
(C
/O
)
H
e
at
in
g
(M
in
)
°C
T
P
t
cX
s4
T
P
+
X
w
4
-
+
H
ea
tin
g
F
o
ur
-p
ip
e
in
st
al
la
tio
n
X
X
n2
N
e
ut
ra
lz
o
n
e
2
X
w
2
-
X
w
2
P
I
C
on
tr
ol
le
r
2
(m
ai
n
co
n
tr
.)
X
p
2
T
n
2
X
p
2
/
t
C
oo
lin
g
+
X
s
sw
itc
ho
ve
r
X
s
sw
itc
ho
ve
r
O
f
re
fe
re
nc
e
ro
o
m
yc
2
C
om
m
a
nd
-
au
x.
co
nt
r.
yc
rX
sc
rX
sc
cX
s 0
1
0
0
%
P
I
C
on
tr
ol
le
r
3
(a
ux
.c
on
tr
.)
X
p
3
T
n
3
X
p
3
/
t
C
oo
lin
g
yc
3
X
w
3
+
G
ro
u
nd
te
m
p.
yc
2
yc
3
X
iM
3
X
i6
P
I2
H
ea
tin
g
C
o
ol
in
g
(c
as
ca
d
e)
O
pt
io
n:
sh
ift
yc
1
yc
4
X
i.
y.
P
I5
e.
g.
de
hu
m
id
ifi
ca
tio
n
x
xi
X
i.
P
I
C
on
tr
ol
le
r
5
yc
5
X
p
5
T
n5
X
p
5
/
t
yc
5
+
-
X
w
5
X
s5
L
2
L
2
d
H
L
2
L
4
L
4
d
H
L4
L
3
L
3
d
H
L
3
C
h
an
ge
ov
er
sw
itc
ho
ve
r
C
o
ol
in
g
P
u
m
p
C
oo
lin
g
H
ea
tin
g
+
co
ol
in
g
H
ea
tin
g
o
nl
y
C
oo
lin
g
on
ly
O
ff
w
ith
fr
o
st
pr
ot
e
ct
io
n
O
pe
ra
tin
g
m
od
e
(B
A
):
S
w
itc
ho
ve
r
vi
a
ke
yp
a
d
o
r
re
m
o
te
co
n
tr
o
l
D
ry
flo
o
rin
g
fu
nc
tio
n
X
i3
<
re
al
es
e
va
lu
e
O
ut
d
oo
r
te
m
p
.
X
i3
/
X
iM
3
X
i3
>
(r
e
le
a
se
va
lu
e
+
d
iff
e
re
n
tia
lv
al
u
e)
=
h
e
at
in
g
m
o
d
e
B
A
=
c
o
o
li
n
g
m
o
d
e
B
A
L
o
gi
c
C
h
a
n
ge
o
ve
r
sw
itc
h
o
ve
r
C
/O
M
in
im
u
m
o
p
er
a
tin
g
pe
rio
d
X
n
4
N
e
u
tr
al
zo
ne
4
X
w
r
X
w
4
C
om
m
a
n
d
m
o
du
le
2
xi
.
2
F
P
2
F
1
X
s
W
s2
cX
sh
B
A
B
0
9
3
8
9
F
le
x
o
tr
o
n
30
0
O
p
tio
n:
ac
tiv
e
d
e
w
p
o
in
t
in
p
u
t
F
lo
w
te
m
p
.
fo
r
he
at
in
g
S
ub
je
ct
to
ch
an
ge
s!
X
s
sw
itc
ho
ve
r
T
im
e
ch
a
nn
e
l
=
Li
n
k
ca
n
b
e
ch
an
g
ed
V
a
lv
e
a
n
ti-
ja
m
m
in
g
p
ro
te
ct
io
n
V
a
lv
e
a
n
ti-
ja
m
m
in
g
p
ro
te
ct
io
n
V
a
lv
e
a
n
ti-
ja
m
m
in
g
p
ro
te
ct
io
n