BSK-J/EI90(G)/10
PRESSURE LOSS and SOUND LEVEL
Air pressure loss and sound level of BSK-J/E90
(G)
fire damper in opened position
2
A (m )
Δ
P
(Pa)
100
70
50
30
20
10
5
4
3
2
500
1000
2000
5000
10000 20000 40000
100000
3
V (m /h)
45
50
55
60
65
70
40
L
,
[dB(A)]
wa
0
o
0,1
0,2
0,3
0,5 0,7 1 1,21,5 2
40
6
8
H x B
200
300
400
500
600
700
800
900
1000
1100
1200
1300
1400
1500
150
1,454
1,439
1,418
1,400
1,383
1,372
1,349
1,335
1,317
1,300
1,284
1,268
1,252
1,237
300
1,418
1,383
1,349
1,317
1,261
1,255
1,223
1,192
1,162
1,134
1,106
1,099
1,091
1,027
450
1,383
1,335
1,261
1,239
1,192
1,143
1,106
1,065
1,027
0,989
0,953
0,918
0,884
0,852
600
1,349
1,261
1,223
1,162
1,106
1,091
1,001
0,953
0,906
0,895
0,884
0,781
0,744
0,706
750
1,317
1,239
1,162
1,093
1,027
0,965
0,906
0,852
0,827
0,767
0,706
0,667
0,628
0,589
900
1,261
1,192
1,106
1,027
0,953
0,884
0,820
0,773
0,706
0,656
0,621
0,588
0,555
0,522
1050
1,273
1,143
1,091
0,965
0,884
0,840
0,778
0,731
0,628
0,593
0,555
0,516
0,478
0,461
1200
1,223
1,106
1,001
0,906
0,820
0,778
0,699
0,621
0,577
0,533
0,489
0,445
0,401
0,357
1350
1,192
1,065
0,953
0,852
0,773
0,697
0,621
0,571
0,522
0,472
0,423
0,373
0,324
0,277
1500
1,162
1,027
0,906
0,827
0,706
0,628
0,577
0,522
0,467
0,412
0,357
0,302
0,255
0,213
Δp =
r
2
v
2
. .
The leakage of the BSK-J/EI90
(G)
fire
damper
-
resistance factor
[
] -
BSK-J/EI90(G)
multi-blade fire damper
BSK-J/EI90(G) multi-blade fire damper
Pressure drop:
The calculation of the pressure drop
is
done with the following formula
:
Δ
p [Pa] - pressure loss
v [m/s] -
air velocity on the
nominal section of the damper
-3
r [kg/m ] - air density
x [-] - resistance factor
2
A [m ]- free cross-section
3
V [m /h] - airflow