Serie S200
Tabel 2: Afmetingen klephuis en soorten eindaansluiting
A
F
M
E
T
N I
G
E
N
K
L
E
P
H
I U
, S
D
N
(
N I
C
) H
3
2
(
- 1
/ 1
) 4
4
0
(
- 1
/ 1
) 2
4
0
x
5
0
1 (
1 -
2 /
x
) 2
5
0
(
) 2
. 1
D
e
e z
e l f
s n
s i
b
e
c s
i h
b k
a
r a
m
t e
e
e
n
Tabel 3: Uitlaatdrukbereik
T
Y
P
E
N
U
M
M
E
R
) 1 (
S
2
0
, 1
S
2
0
, 2
S
2
0
3
,
S
2
S
2
0
1
, P
S
2
0
2
, P
S
2
S
2
0
8
, P
S
2
0
9
P
S
2
0
, 4
S
2
0
6
) 1 (
S
2
0
1
, H
S
2
0
2
, H
S
2
0
3
H
,
S
2
0
8
, H
) 4 (
S
2
0
2
P
,
S
2
0
3
P
S
2
0
4
, H
S
2
0
6
, H
S
2
0
8
P
) 4 (
S
2
0
1
, K
S
2
0
1
P
, K
S
2
0
8
, K
S
2
0
8
P
S
2
0
4
, H
S
2
0
6
H
. 1
D
e
i u
a l t
a
d t
u r
b k
r e
i e
e k
n
a v
n
t
p y
e
S
2
. 2
M
t e
d
e
e r
g
e
a l
r a
o z
d
a
n
g i
g
ï e
s n
a t
e l l
e
2
5 ,
m
b
r a
1 (
n i
h c
w
c .
) .
w
o
d r
e
n
e v
a l r
. 3
i N
t e
b
e
c s
i h
b k
a
r a
b
t j i
p y
e
S
2
0
8
e
n
S
. 4
V
o
o
t r
p y
e
S
2
0
1
, P
S
2
0
2
, P
S
2
0
3
, P
S
. 5
i N
t e
b
e
c s
i h
b k
a
r a
o v
o
t r
p y
e
S
2
0
3
, P
Tabel 4: Aanvullende specificaties
T
Y
P
E
N
U
M
M
E
R
U
T I
L
S
2
0
, 1
S
2
0
1
, P
S
2
0
, 2
S
2
0
2
, P
S
2
0
, 3
S
2
0
3
, P
S
2
0
, 8
S
2
0
8
, P
S
2
0
, 9
S
2
0
9
P
S
2
0
1
, H
S
2
0
1
, P
S
2
0
2
, H
S
2
0
2
, P
S
2
0
3
, H
S
2
0
3
, P
S
2
0
8
, H
S
2
0
8
, P
S
2
0
9
, H
S
2
0
9
P
A
e l l
S
2
0
1
, K
S
2
0
1
P
K
S
2
0
8
, K
S
2
0
8
P
K
S
2
0
, 4
S
2
0
6
S
2
0
4
, H
S
2
0
6
H
2
i G
t e
z j i
r e
N
P
, T
B
S
P
N
P
, T
B
S
P
-
- -
N
P
; T
B
S
; P
f o
A
N
I S
l k
s a
e s
1
2
5
F
2
5
0
R
F
e l f
s n
m
e
a t
a
o - l
- p
m
e
a t
a
d l
c i
i t h
g n
a v
n
1
9
1
m
m
V
E
E
R
N
U
M
M
-
- -
0
, 8
S
2
0
9
1
0
3
, P
2
3
4
-
- -
-
- -
-
- -
-
- -
-
- -
) 4 (
S
2
0
9
, H
S
2
0
1
P
,
5
) 4 (
,
6
,
S
2
0
9
P
) 4 (
7
8
K
9
-
- -
-
- -
0
3
e
n
S
2
0
3
H
w
o
d r
e
n
b
e
p
a
a
d l
d
o
r o
d
e
m
d r
d
t a
d
e
e r
g
l e
e v
r e
b
o
e v
o n
p
h
t e
i d
f a
a r
g
a
g
d
o v
r o
e r
g
e
a l
a
s r
m
e
i l t
h c
e t
i d
f a
a r
g
m
a
p
2
0
. 9
2
0
8
P
e
n
S
2
0
9
P
s i
e
e
n
z
w
a
e r
i d
f a
a r
g
m
a
S
2
0
4
H
e
n
S
2
0
6
. H
A
A
T
D
R
U
K
N I
S
T
E
L
L
N I
G
A
F
M
E
5
t
t o
7
5
m
b
r a
2 (
t
t o
3
0
i
c n
h
w
c .
) .
0
0 ,
6
9
t
t o
0
2 ,
2
b
r a
1 (
t
t o
3
2 ,
5
p
i s
) g
i u
a l t
a
d t
u r
i k
s n
l e t
n i l
g
e
n
0
1 ,
4
t
t o
0
3 ,
8
b
r a
2 (
t
t o
5
5 .
p
i s
) g
0
2 ,
8
t
t o
0
6 ,
9
b
r a
4 (
t
t o
1
0
p
i s
) g
9
t
t o
7
5
m
b
r a
3 (
5 .
t
t o
3
0
i
c n
h
w
c .
) .
0
0 ,
6
9
t
t o
0
2 ,
2
b
r a
1 (
t
t o
3
2 .
5
p
i s
) g
S
O
O
R
T
E
N I
D
A
A
N
S
L
S
m
e
e
d
z j i
r e
-
- -
N
P
, T
B
S
P
N
P
, T
B
S
P
(
) 1
F
,
N
P
; T
B
S
; P
A
N
I S
l k
s a
e s
2
5
0
R
F
e l f
n
; s
f o
P
N
1
(
, 7
i 5
c n
) h
f o
2
5
4
m
m
1 (
i 0
c n
. ) h
E
R
U
T I
L
A
A
T
D
R
2 (
) 3 ,
5
t
t o
1
1
m
b
r a
(
2
9
t
t o
1
6
m
b
r a
(
3
5 .
1
2
t
t o
2
2
m
b
r a
5 (
2
1
t
t o
4
5
m
b
r a
8 (
5 .
3
5
t
t o
7
5
m
b
r a
1 (
4
) 2 (
9
t
t o
1
2
m
b
r a
3 (
5 .
1
2
t
t o
1
7
m
b
r a
5 (
1
6
t
t o
2
3
m
b
r a
6 (
5 .
2
1
t
t o
4
5
m
b
r a
8 (
5 .
3
5
t
t o
7
5
m
b
r a
1 (
4
0
0 ,
6
9
t
t o
0
1 ,
4
b
r a
1 (
0
1 ,
0
t
t o
0
2 ,
2
b
r a
1 (
5 .
0
1 ,
4
t
t o
0
3 ,
4
b
r a
) 5 (
2 (
0
1 ,
4
t
t o
0
3 ,
8
b
r a
2 (
0
2 ,
8
t
t o
0
6 ,
9
b
r a
4 (
0
0 ,
6
9
t
t o
0
1 ,
4
b
r a
1 (
0
1 ,
0
t
t o
0
2 ,
2
b
r a
1 (
5 .
o
t i n
r o
o c
s n
r t
c u
e i t
(
m
o
t i n
r o
e v
r e
e
n
h
t e
a
a
m
a
z
. t i
A
s l
d
e
e r
g
e
a l
r a
m
t e
d
e
e r
g
l e
e v
r e
a l
t a
f o
5
0 ,
m
b
a
( r
2
n i
h c
w
c .
) .
o v
r o
e r
g
e
a l
p
a l
t a
e v
e r
t s i
o v
r o
i u
a l t
t a
r d
k u
e k
n
b
o
e v
n
0
T
N I
G
D
O
O
R
L
A
A
, T
m
m
(
N I
C
H
)
6
4 ,
(
/ 1
) 4
9
5 ,
(
/ 3
) 8
1
2
7 ,
(
/ 1
) 2
1
9
1 ,
(
/ 3
) 4
2
5
4 ,
(
) 1
3
0
2 ,
1 (
3 -
1 /
) 6
6
4 ,
(
/ 1
) 4
9
5 ,
(
/ 3
) 8
1
2
7 ,
(
/ 1
) 2
1
9
1 ,
(
/ 3
) 4
2
5
4 ,
(
) 1
3
0
2 ,
1 (
3 -
1 /
) 6
6
4 ,
(
/ 1
) 4
9
5 ,
(
/ 3
) 8
1
2
7 ,
(
/ 1
) 2
1
9
1 ,
(
/ 3
) 4
2
5
4 ,
(
) 1
3
0
2 ,
1 (
3 -
1 /
) 6
3
0
2 ,
1 (
3 -
1 /
) 6
9
5 ,
(
/ 3
) 8
1
2
7 ,
(
/ 1
) 2
1
9
1 ,
(
/ 3
) 4
2
5
4 ,
(
) 1
3
0
2 ,
1 (
3 -
1 /
) 6
9
5 ,
(
/ 3
) 8
1
2
7 ,
(
/ 1
) 2
1
9
1 ,
(
/ 3
) 4
2
5
4 ,
(
) 1
3
0
2 ,
1 (
3 -
1 /
) 6
U
T I
N I
G
E
N
N
P
1
2
5
F
F
f o
N
P
; T
B
S
; P
A
N
0
1 -
6
e l f
s n
3
0
0
R
F
e l f
n
; s
U
K
B
E
R
E
K I
2 (
) 3 ,
t
t o
4
1 -
2 /
i
c n
h
w
c .
) .
t
t o
6
5 .
i
c n
h
w
c .
) .
t
t o
9
i
c n
h
w
c .
) .
t
t o
1
8
i
c n
h
w
c .
) .
t
t o
3
0
i
c n
h
w
c .
) .
) 2 (
t
t o
5
i
c n
h
w
c .
) .
t
t o
7
i
c n
h
w
c .
) .
t
t o
9
5 .
i
c n
h
w
c .
) .
t
t o
1
8
i
c n
h
w
c .
) .
t
t o
3
0
i
c n
h
w
c .
) .
t
t o
2
p
s
g i
)
t
t o
3
2 .
5
p
i s
) g
t
t o
5
p
i s
) g
) 5 (
t
t o
5
5 .
p
i s
) g
t
t o
1
0
p
i s
) g
t
t o
2
p
s
g i
)
t
t o
3
2 .
5
p
i s
) g
n
a t
g l
e
b
u r
k i
e t
e v
e
z r
i t t i
g n
e
n
. )
Z
e i
a t
b
e
5 l
o
d n
r e
s i
g
ï e
s n
a t
e l l
r e
, d
a k
n
d
e
a l
g
e
a k
t n
a
s r
m
e
z t
w
a
e r
i d
f a
a r
g
m
a
p
a l
a
. t
0 ,
6
9
b
r a
1 (
p
s
g i
. )
M
A
I X
M
A
L
E
N I
L
A
A
T
W
E
R
K
D
R
U
P
R
E
S
T
A
T
E I
, S
b
r a
8
6 ,
1 (
2
) 5
8
6 ,
1 (
2
) 5
6
9 ,
1 (
0
) 0
4
1 ,
6 (
) 0
1
7 ,
2 (
) 5
0
9 ,
0
1 (
) 3
8
6 ,
1 (
2
) 5
8
6 ,
1 (
2
) 5
6
9 ,
1 (
0
) 0
4
1 ,
6 (
) 0
2
1 ,
3 (
) 0
1
0 ,
1 (
) 4
8
6 ,
1 (
2
) 5
8
6 ,
1 (
2
) 5
6
9 ,
1 (
0
) 0
4
1 ,
6 (
) 0
2
1 ,
3 (
) 0
1
4 ,
2 (
) 0
1
7 ,
2 (
) 5
6
9 ,
1 (
0
) 0
6
9 ,
1 (
0
) 0
5
2 ,
7 (
) 5
2
1 ,
3 (
) 0
1
0 ,
1 (
) 5
6
9 ,
1 (
0
) 0
6
9 ,
1 (
0
) 0
5
2 ,
7 (
) 5
2
1 ,
3 (
) 0
1
0 ,
1 (
) 5
S
a t
l a
-
- -
, T
B
S
P
-
- -
I S
l k
s a
e s
1
5
0
R
F
f o
f o
P
N
1
0
1 -
6
e l f
s n
K
L
E
U
R
C
O
D
E
R
E
G
E
L
V
E
E
R
B
u r
n i
R
o
o
d
Z
w
a
t r
G
r
s j i
D
o
k n
e
g r
o r
e
n
B
u r
n i
R
o
o
d
Z
w
a
t r
G
r
s j i
D
o
k n
e
g r
o r
e
n
D
o
k n
e
b r
a l
u
w
O
a r
n
e j
G
e
l e
G
o r
e
n
g
e
t s
e r
e
t p
Z
o
n
d
r e
e v
f r
D
o
k n
e
b r
a l
u
w
O
a r
n
e j
o v
r o
m
e
r e
f n i
r o
m
i t a
. e
a v
n
h
t e
i u
a l t
a
d t
u r
b k
e
e r
k i
K
V
O
O
R
O
P
I T
M
A
L
E
P (
S
G I
)