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ZI Sud - Rue Marc Seguin - B.P.60008
41101 Vendôme Cedex
Tél. : +33 (0) 2.54.23.14.54
Fax : +33 (0) 2.54.72.22.73
RC BLOIS B 308 172 147 000 32
www.etrinet.com / info@etrinet.com
Part Number Voltage Frequency Nb
Phases
Airow Pressure
No-
minal
speed
Noise
level LP
Nominal
current
Starng
current power Capacitor
V Hz l/s CFM mm H² o inch H² o RPM dBA mA mA W µF
148VE02 81 001 220 50 1 49 103,88 4,5 0,177 1400 36,0 60 80 13 0,32
81 220 60 1 58 122,96 6,0 0,236 1650 39,0 60 80 14 0,32
82 115 50 1 49 103,88 4,5 0,177 1400 36,0 100 140 11 1,0
82 115 60 1 58 122,96 6,0 0,236 1650 39,0 90 140 11 1,0
148VK02 81 001 220 50 1 100 212,00 18,0 0,708 2800 53,0 200 390 35 2,2
81 220 60 1 117 248,04 21,0 0,826 3200 57,0 170 370 33 2,2
82 115 50 1 100 212,00 18,7 0,736 2850 54,0 300 610 32 2,7
82 115 60 1 119 252,28 24,0 0,945 3300 57,0 270 590 32 2,7
148VP02 81 001 220 50 1 82 173,84 8,3 0,327 2400 49,0 70 100 16 0,69
81 220 60 1 70 148,40 5,4 0,213 2000 44,0 100 105 22 0,69
82 115 50 1 81 171,72 7,3 0,287 2350 50,0 120 170 14 2,2
82 115 60 1 70 148,40 5,6 0,220 2100 45,5 160 180 18 2,2
CHARACTERISTICS
Weight: 0,9 Kg / 1,99 Lb
Housing in Aluminium
Impeller in plasc UL 94 V-0
L-10 life expectancy at 40°C: 80.000 hours
Operang temperature range: -10 / +70 °C
Storage temperature: -54 / +85°C
Connecon: Terminals
VE/VP impedance protected;VK thermally
protected
IP20
OPTIONS
Speed sensor
Other IP levels
Flying leads connecon
Salt spray protecon
Shocks and vibraons protecon
Marine applicaon
Wide temperature range
Other voltages
Three phases
0 100 200 300 400 500
0,0
0,1
0,2
0,3
0,4
0,5
0,6
0,7
0,8
0,9
0
5
10
15
20
25
0 20 40 60 80 100 120
AIRFLOW IN CFM
AIRFLOW IN l/s
STATIC PRESSURE IN mmH2O
STATIC PRESSURE IN inchH2O
AC AXIAL FAN 148V 172 x 150 x 38 mm
6,77 x 5,9 x 1,5 ''
Non contractual document.
All specicaons are subject to change without prior noce.
Picture for informaon only.
For professional use only. Please refer to the condions of use of our catalogue.
Updated on 03/12/18