Werbung
Überströmregler Typ EZR
Tabelle 2. Sollwertbereiche, Steuerregler-Druckstufen
S
T
E
U
E
R
R
E
G
L
E
R
S
O
L
L
W
E
T
Y
P
1
4 ,
6
3
5
, 8
6
3
5
8
B
2
4 ,
5
2 ,
6
3
5
8
E
B
9
0 ,
1
2
4 ,
1
7
3 ,
6
3
5
8
E
B
H
2
7
6 ,
. 1
F
r ü
d
e i
F
u l
o
e r
a l
s
o t
m
e
- r
M
e
m
b
a r
n
e
Tabelle 3. Minimale Hauptregler-Differenzdrück
H
A
U
P
T
V
N
E
N
N
W
E
T I
E
, N
D
N
E
L I
E
N
(
N I
C
H
)
1
9
B
2
3
9
2
, 5
5
0
x
2
5
(
, 1
2
x
) 1
1
9
B
2
4
0
1
9
B
2
4
0
1
1
9
B
0
9
5
0
(
) 2
1
8
B
2
1
1
8
B
5
9
T
1
4
1
8
4
8
0
(
) 3
1
9
B
0
7
8
1
9
B
0
7
8
2
T
1
4
1
8
4
1
0
0
(
) 4
1
8
B
8
5
1
8
B
8
5
1
9
B
0
3
1
5
, 0
2
0
0
x
1
5
0
1
9
B
0
3
(
, 6
8
x
) 6
1
9
B
0
3
. 1
D
e i
w
e
ß i
e
n
u
n
d
g
e
b l
e
n
F
e
d
e
n r
w
e
. 2
D
e i
o r
e t
n
u
n
d
c s
h
w
r a
e z
n
F
e
d
e
n r
w
Tabelle 4. Temperaturbereiche
1
7
E
6
7
N
T I
R
L I
N (
B
R
)
° 0
b
s i
1
5
0
F °
(
1 -
° 7
b
s i
6
° 6
C
)
Tabelle 5. Hauptregler-Maximaldrücke
G
E
H
Ä
U
F
A
R
B
E
D
E
R
Ö
S
S
H
A
U
P
T
F
E
D
E
R
(
N I
W
e
ß i
G /
e
b l
A
H
e
b l l
a l
u
G /
ü r
n
A
(
) 1
S
c
h
w
a
z r
R /
t o
A
G
E
H
Ä
U
M
E
M
B
R
A
N
W
E
R
K
S
- T
Ö
S
S
O
F
F
(
N I
5
0
1
7
E
6
7
i N
l i r t
1
0
2
, 5
(
, 1
1
7
E
6
8
i N
l i r t
8
, 0
1
0
(
, 3
1
7
E
9
7
i N
l i r t
A
1
7
E
8
8
F
u l
o
e r
a l
s
o t
m
r e
A
. 1
D
e i
o r
e t
n
u
n
d
c s
h
w
r a
e z
n
F
e
d
e
n r
w
. 2
F
r ü
D
f i
e f
e r
z n
a i
d l
u r
k c
w
r e
e t
o v
n
ü
b
r e
2
(1)
R
T
B
E
R
E
C I
, H
b
r a
P (
S
G I
)
b
s i
2
8 ,
( 0
2
b
s i
4 )
0
b
s i
8
6 ,
( 5
3
b
s i
1
2
) 5
b
s i
9
7 ,
( 5
7
b
s i
1
4
0
)
b
s i
1
3
8 ,
(
1
3
0
b
s i
2
0
) 0
b
s i
2
4
1 ,
(
1
8
0
b
s i
3
5
) 0
b
s i
3
1
0 ,
(
2
5
0
b
s i
4
5
0
)
b
s i
4
1
4 ,
(
4
0
0
b
s i
6
0
) 0
(
) 1
n
g
t l i
e
n i
e
D
u r
k c
b
e
g
e r
n
u z
n
g
o v
n
4
5
0
p
s
M
E
N
T
L I
F -
E
D
E
R
- T
U
M
M
E
R
U
N
D
-
F
A
R
B
E
1
0
0
%
G
a
n r
t i
(
) 1
9
X
0
1
, 2
W
e
ß i
1
3 ,
(
1
) 9
0
X
0
1
, 2
H
e
b l l
a l
u
1
9 ,
2 (
) 8
(
) 2
X
0
1
, 2
S
c
h
w
a
z r
2
8 ,
4 (
) 0
(
) 1
5
1
X
0
1
, 2
G
e
b l
0
9 ,
1 (
) 3
2
6
X
0
1
, 2
G
ü r
n
1
1 ,
1 (
) 6
(
) 2
5
5
X
0
1
, 2
R
t o
1
6 ,
2 (
) 3
(
) 1
T
0
0
1
, 2
G
e
b l
0
9 ,
7
1 (
) 4
1
X
0
1
, 2
H
e
b l l
a l
u
1
0 ,
1 (
) 5
(
) 2
X
0
1
, 2
S
c
h
w
a
z r
1
8 ,
2 (
) 6
(
) 1
T
0
0
1
, 2
G
e
b l
0
6 ,
9
1 (
) 0
0
1
X
0
1
, 2
G
ü r
n
0
9 ,
1 (
) 4
(
) 2
0
2
X
0
1
, 2
R
t o
1
4 ,
2 (
) 0
(
) 1
6
4
X
0
1
, 2
G
e
b l
0
6 ,
(
) 8
6
6
X
0
1
, 2
G
ü r
n
1
0 ,
1 (
) 5
2 ( )
6
5
X
0
1
, 2
R
t o
1
1 ,
1 (
) 6
d r
e
n
n
u
f r
r ü
e
n i
e
n
E
n i
g
a
n
g
s
d
u r
k c
o v
n
u
t n
e
d r
e
n
n
u
f r
r ü
e
n i
e
n
E
n i
g
a
n
g
s
d
u r
k c
o v
n
ü
1
7
E
6
8
N
T I
R
L I
N (
B
2 -
° 0
b
s i
1
5
0
F °
(
2 -
° 8
b
s i
M
A
I X
M
A
L
E
R
E
N I
G
A
N
S
E
G
R
-
U
N
T
E
R
, E
D
N
B
E
T
R
E I
B
S
B
E
D
N I
G
U
C
H
)
P (
S
G I
)
e l l
6
9 ,
1 (
0
e l l
3
4
5 ,
5 (
0
e l l
7
2
4 ,
1 (
0
M
A
I X
M
A
L
E
R
E
N I
G
A
N
S
E
G
R
-
U
N
T
E
R
, E
D
N
B
E
T
R
E I
B
S
B
E
D
N I
G
U
C
H
)
P (
S
G I
)
(
) 2
3
4
5 ,
5 (
0
0
(
) 4
2
4
8 ,
3 (
6
5
0
3
1
7 ,
4 (
6
) 2
, 0
1
5
0
2
4
8 ,
3 (
6
, 4
) 6
e l l
7
2
4 ,
1 (
0
e l l
5
1
7 ,
7 (
5
e
d r
e
n
n
u
f r
r ü
e
n i
e
n
E
n i
g
a
n
g
s
d
u r
k c
o v
n
2
7
6 ,
b
r a
d
4 (
0
0
p
i s
) d
s
n i
d
d
e i
F
u l
o
e r
a l
S
T
E
U
E
R
M
a
i x
m
l a
r e
B
e
r t
F
a
b r
e
b (
G
e
b l
1
0
3 ,
R
t o
G
ü r
n
B
a l
u
R
t o
4
4
8 ,
B
a l
u
R
t o
g i
3 (
1
1 ,
b
a
. ) r
I
I N
M
A
L
E
R
D
F I
F
E
R
E
N
Z
D
R
U
C
, K
F
r ü
9
0
%
g i
e
K
a
p
a
z
t i
t ä
r u
6
0
%
G
a
n r
t i
r u
3
0
%
G
a
n r
t i
1
3 ,
1 (
) 9
1
5 ,
2 (
) 2
1
9 ,
2 (
) 8
2
4 ,
3 (
) 5
2
8 ,
4 (
) 1
3
2 ,
4 (
) 7
1
2 ,
1 (
) 7
1
7 ,
2 (
) 4
1
5 ,
2 (
) 1
2
0 ,
2 (
) 9
1
9 ,
2 (
) 8
2
1 ,
3 (
) 0
0
9 ,
7
1 (
) 4
1
2 ,
1 (
) 7
1
0 ,
1 (
) 5
1
2 ,
1 (
) 8
1
8 ,
2 (
) 6
1
8 ,
2 (
) 7
0
7 ,
6
1 (
) 1
0
8 ,
3
1 (
) 2
0
9 ,
1 (
) 5
1
2 ,
1 (
) 7
1
7 ,
2 (
) 4
2
0 ,
2 (
) 9
0
6 ,
(
) 9
0
6 ,
9
1 (
) 0
1
0 ,
1 (
) 5
1
1 ,
1 (
) 6
1
3 ,
1 (
) 8
1
3 ,
1 (
) 9
r e
1
0
0
p
s
g i
6 (
9 ,
b
a
) r
e
m
p
o f
h
e l
. n
b
r e
5
0
0
p
s
g i
3 (
4
5 ,
b
a
) r
e
m
p
o f
h
e l
. n
R
)
1
7
E
9
7
N
T I
R
L I
6
° 6
C
)
° 0
b
s i
1
5
0
F °
(
1 -
° 7
G
S
D
R
U
C
K
M
A
I X
M
A
L
E
R
D
F I
U
N
T
N
G
E
, N
b
r a
B
E
T
R
E I
B
S
B
E
b
r a
P (
) 0
6
9 ,
) 0
3
4
5 ,
5
) 0
5
5
2 ,
G
S
D
R
U
C
K
M
A
I X
M
A
L
E
R
D
F I
U
N
T
N
G
E
, N
b
r a
B
E
T
R
E I
B
S
B
E
b
r a
P (
) 0
3
4
5 ,
) 0
2
0
7 ,
) 0
2
7
5 ,
) 0
2
0
7 ,
5
) 0
5
5
2 ,
) 0
3
4
5 ,
ü
b
r e
3
4
5 ,
b
r a
5 (
0
0
p
i s
) g
e
m
p
o f
h
e l
. n
s
o t
m
r e
m
e
m
b
a r
n
e t
m
p
e
a r
u t
e r
n
a
f u
6
° 6
C
R
E
G
L
E
R
D -
R
U
C
K
S
T
U
F
E
N
e i
b
s
d
u r
c
, k
P
s
g i
M
a
i x
m
a
) r
N
t o
i s
u t
t a
1 (
5
) 0
1
6 (
5
) 0
5
%
D
E
R
K
Ä
F
G I
K
A
P
A
Z
T I
Ä
, T
b
r a
F
r ü
1
0
0
%
g i
e
K
r u
1
0
0
%
G
a
n r
t i
r u
6
0
%
G
a
n r
1
3 ,
1 (
) 9
1
4 ,
2 (
1
9 ,
2 (
) 8
1
9 ,
2 (
2
8 ,
4 (
) 0
2
9 ,
4 (
0
9 ,
1 (
) 3
1
2 ,
1 (
1
4 ,
2 (
) 0
1
7 ,
2 (
2
1 ,
3 (
) 0
2
1 ,
3 (
1
2 ,
1 (
) 8
1
2 ,
1 (
1
4 ,
2 (
) 1
1
4 ,
2 (
2
3 ,
3 (
) 3
2
3 ,
3 (
1
2 ,
1 (
) 8
1
4 ,
2 (
1
5 ,
2 (
) 2
1
7 ,
2 (
2
1 ,
3 (
) 0
2
1 ,
3 (
0
6 ,
9
1 (
) 0
0
6 ,
9
1 (
1
2 ,
1 (
) 7
1
3 ,
1 (
1
4 ,
2 (
) 0
1
7 ,
2 (
N (
B
R
)
1
7
E
8
8
F
L
U
O
R
b
s i
6
° 6
C
)
° 0
b
s i
2
5
0
F °
F
E
R
E
N
Z
D -
R
U
C
K
M
A
I X
M
A
L
E
E
R
D
F I
F
E
R
E
N
D
N I
G
U
N
G
E
, N
N
O
T
S
T I
U
A
T
O I
S
G I
)
1 (
0
) 0
5 (
0
) 0
5
8 (
0
) 0
7
F
E
R
E
N
Z
D -
R
U
C
K
M
A
I X
M
A
L
E
E
R
D
F I
F
E
R
E
N
D
N I
G
U
N
G
E
, N
N
O
T
S
T I
U
A
T
O I
S
G I
)
5 (
0
) 0
5
3 (
0
) 0
5
4 (
0
) 0
3
3 (
0
) 0
3
8 (
0
) 0
7
5 (
0
) 0
5
1 (
5
° 0
) F
b
e
c s
h
ä r
n
. t k
l a
r e
D
u r
c
k
n i
o i
n
e
, n
P
s
g i
b (
a
) r
0
3 ,
1 (
5
) 0
1
7 ,
7 (
5
) 0
d
P (
S
D I
)
a
p
a
z
t i
t ä
t i
r u
3
0
%
G
a
n r
t i
r u
) 0
1
7 ,
2 (
) 4
) 8
2
8 ,
4 (
) 1
) 2
4
8 ,
7 (
) 0
) 7
1
7 ,
2 (
) 4
) 5
2
1 ,
3 (
) 0
) 1
2
2 ,
3 (
) 2
) 8
1
3 ,
1 (
) 9
) 1
1
5 ,
2 (
) 2
) 3
2
3 ,
3 (
) 3
) 0
1
4 ,
2 (
) 0
) 4
1
7 ,
2 (
) 4
) 0
2
1 ,
3 (
) 0
) 0
0
9 ,
1 (
) 3
) 9
1
4 ,
2 (
) 0
) 4
1
7 ,
2 (
) 4
E
L
A
S
T
O
M
E
R
F (
K
M
)
(
1 -
° 7
b
s i
1
2
° 1
C
)
E
N I
G
A
N
G
- S
U
N
D
Z
D
R
U
C
K
W
E
R
T
E
N I
(
) 2
N
E
N
,
b
r a
d
P (
S
D I
)
6
9 ,
1 (
0
) 0
1
7 ,
7 (
5
) 0
2
4 ,
1 (
0
5
) 0
E
N I
G
A
N
G
- S
U
N
D
Z
D
R
U
C
K
W
E
R
T
E
N I
(
) 2
N
E
N
,
b
r a
d
P (
S
D I
)
1
7 ,
7 (
5
) 0
1
7 ,
7 (
5
) 0
1
7 ,
4 (
6
) 0
4
5 ,
5 (
0
) 0
2
4 ,
1 (
0
5
) 0
1
7 ,
7 (
5
) 0
Werbung
