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E F O I D I S S E U S D ' E A U
C O N D E N S A T I O N P A A I . S ƒ I E E W X Z
C A A C T ƒ I S T I Q U E S T E C H N I Q U E S
M O D é L E E W X Z
P u i s s a n c e f r i g o r i Þ q u e n o m i n a l e
A L I M E N T A T I O N
C O M P E S S E U
y p
e
Q
t
t Ž
u a n
i
C I C U I T D E C O N T L E
ƒ C H A N E U I N T ƒ I E U
y p
e
Q
u a n
t
i
t Ž
, n b r e e
p
l a q u e s
o l u m e ' e a u / u n i
t Ž
t
R a c c o r s ' e a u ( n o
e )
ƒ C H A N E U E X T ƒ I E U
y p
e
S
u r f a c e f r o n
t
a l e
N
o m b r e e r a n g s
E N T I L A T E U E X T ƒ I E U
y p
e
Q
t
t Ž
u a n
i
D
t
¯
i a m
r e
D
Ž
b i
t
' a i r
z ~
e n s i o n ( 5 0
H
)
ƒ F I ƒ A N T
N
o m b r e e c i r c u i
t
s
C
7
C p
t
a r g e e R 4 0
a r c i r c u i
C A A C T ƒ I S T I Q U E S ƒ N ƒ A L E S D E L ' I N S T A L L A T I O N ƒ L E C T I Q U E
H
z ~
e n s i o n ( 5 0
)
t
t
Ž
P u i s s a n c e
o
a l e a b s o r b
e ( )
I
n
t
e n s i
t Ž t
o
t
a l e a b s o r b
Ž
e ( )
x
P u i s s a n c e m a
. a b s o r b
Ž
e ( 2 )
I
t
t Ž
x
Ž
n
e n s i
m a
. a b s o r b
e ( 2 )
I
t
t Ž
n
e n s i
a u a m a r r a g e
P E S S I O N S O N O E
( 5 m )
t Ž
n i
N
t e 1 :
R a c c o r e m e n
t
s ' e a u Þ l e
N
2
t e
:
P o u r
Ž t
e r m i n e r l e s i n
t
e n s i
.
1
C
7
C
m b i a n c e 3 5
,
a u 2 /
E
2 .
x
a
. m b i a n c e 4 5
C
,
a u 5 / 0
E
0 . 0 6 R e f . 8 8 3 9 9 ( F r ) R e v . 0 2
3 5 0 2
k W
8 3 , 3
2 3 0 .
H
ˆ p
t
.
i s
o n s
2
2 4
2 / 4 6
l
6 , 0
( " )
2 "
2
m
6 , 4 5
2
4
m m
6 3 0
l / s
8 , 8 9
I
2 3 0 .
2
k g
0 , 8
7
k W
3 4 ,
5 9
k W
3 9 , 6
7
6
9 4
( )
5 9
t Ž
s f e m e l l e s .
t Ž
s
ˆ
c e
t t
e
t
e n s i o n m u l
t
i
p
l i e r l e s o n n
.
C
.
4 0 0 2
4 5 0 2
9 9 , 5
8 , 0
I I I
I I I
o u 4 0 0 .
S C
O L L
R
2
2
2 4
2 4
P l a q u e s s o u
2 / 5 0
2 / 6 0
6 , 0
6 , 0
2 "
2 "
t t
t t
a
e r i e a i l e
e s a l u m i n i u m ,
6 , 4 5
6 , 4 5
3
3
x
i a l
4
4
7
0
8 0 0
2 , 2 2
3 , 8 9
I
I I I
2 3 0 .
4 0 0 .
2
2
2 , 2
4 , 0
I I I
t
4 0 0 .
( n o
e 2 )
4 0 , 9
5 0 , 3
7
0
8 5
7
4 6 , 6
5
, 4
7
9
9 8
7 7
2
3 5 0
6 0
6
7
Ž
e s u
t
a b l e a u
p
a r .
4 .
6 0 0 4
7 0 0 4
8 0 0 4
4 3 ,
6 6 , 6
9 8 , 9
I I I
4 0 0 .
H
ˆ p
t
.
i s
o n s
4
4
2 4
2 4
2 4
Ž
e s
4 / 4 6
4 / 4 6
4 / 5 0
5 , 0
6 , 0
6 , 0
3 "
4 "
4 "
t
u b e s c u i v r e
7
5 ,
0
9 , 0 0
9 , 0 0
4
3
4
8
7
8 0 0
6 3 0
7
5 , 0 0
, 8
2 4 , 5
I I I
I
4 0 0 .
2 3 0 .
2 3 0 .
4
4
7
,
0 , 8
2 , 2
I I I
4 0 0 .
6 2 , 0
6 9 , 4
8 , 8
0 5
8
7
7
0 , 0
9 ,
9 3 , 3
9
3 4
2 9
2 6
3 6 2
6
6 2
6 3
9 0 0 4
2 3 6 , 2
S C
O L L
R
4
4
2 4
4 / 6 0
6 , 0
4 "
9 , 0 0
3
4
8
8
0
8 0 0
7
2
, 8
I
I I I
4 0 0 .
4
4
4 , 0
0 0 , 6
3 9
6 3
7
4 ,
5 9
9 5
4 6 6
6 4
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