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THERMAL FUSING WIRE-WOUND FIXED RESISTORS
T F R 0 1 W J W 4 7 J B 0 0
Tolerance:
J =
±5%
K = ±10%
Temperature coefficient ± 400 PPM
/°C
Short time overload
R/R
± (2% + 0.05) Max. with no evidence of mechanical damage.
Insulation Resistance 20M Max., with no evidence of mechanical damage.
Dielectric withstanding voltage No evidence of flashover, mechanical damage, arcing or insulation break down.
Terminal strength with no evidence of mechanical damage.
Humidity (steady state)
R/R
± (3% + 0.05) Max. with no evidence of mechanical damage.
Load life in humidity
R/R
± (5% + 0.05) Max. with no evidence of mechanical damage.
Load life
R/R
± (5% + 0.05) Max. with no evidence of mechanical damage.
* More details, please see pa
es 7
-7
.
Ordering Procedure: (Ex.: TFR 1W 5%, 4
Ω7
, B/B)
Type Power
Rating
at 70°C
Resistance
Range TF
(°C) TH / TC
(°C) TM
(°C) Ir
(A) Ur
(V)
TFR 1W 4
7
± 5%
130 102 180 2 250
D L H
(Min.) h1
(Min.) d ± 0.02 Current
rating
5.5 ± 0.5 14 ± 1 12 3.5 0.53 2A
5.5 + 1
- 0.5 11(Max.) 12 3.5 0.53 1A
Product Type:
TFR0 = TFR
FWI0 = FWI
TFRC = TFRC Wattage:
1W = 1W
2W = 2W
Resistance Value:
E-24 series: the
1
st
digit to denote
product type:
W = Wire wound type
P = Power film type
The
2
nd
and
3
rd
digits are for the
significant figures of the resistance
and the
4
th
digit denotes number of
zeros:
“J” ~ 0.1,
“K” ~ 0.01
Ex.
4.7
Ω
~
47J, 4.7KΩ
~
472
Packing Quantity:
0 = for Bulk/Box packing
Packing Type:
B = Bulk in poly - bag
Special Feature:
0 = Standard product
1 = Non-Inductive
* More explanation on part no, please see details on pages 80-81.
Remark: TH / TC
(°C) = Holding Temperature
T
M
(°C) = Max. Temperature Limit
T
F
(°C) =
Rated Functioning Temperature
Ir (A) = Rated Current
Ur (V) = Rated Voltage
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2007 - 2008