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North American Region
1-800-PACKARD
European Region
49-202-291-2000
Asia Pacific Region
65-730-9900
South American Region
55-12-378-2002
U
N
S
E
A
L
E
D
U
N
S
E
A
L
E
D
U
U
210
Ducon Series
DEVICE
DEVICE
CONNECTIONS
Unsealed System Application Information
*The test data are based on single circuits in free space and were generated using a “Lumped
Resistance” model. This model does not account for all of the variables that would be
present in an actual application. For actual product performance, contact your regional
support representative at the number listed below.
4.8
4.8
4.8 FEMALE CONNECTORS UNSEALED
# Cavities Connector Color Material Secondary Lock
5 12147099 Black PA6 12147098
6 15344072 Black PA6 10717827
9 10740403 Black PA6 10740404
12 10717711 Black PA6 10717826
Female Connector
Female Terminal
Secondary Lock
TEMPERATURE RISE ABOVE
AMBIENT (25
oC ) VS CURRENT*
C
URRENT
(AMPS)
T
EMPERATURE RISE
(
O
C)
01020304050 60
105
90
75
60
45
30
15
0
TEMPERATURE DERATING CURVES*
A
MBIENT
T
EMPERATURE
(OC )
M
AXIMUM
C
URRENT
(AMPS)
25 50 75 100 125 150␣
60
50
40
30
20
10
0
4.8 SERIES TERMINALS–Tin Plated
2.5
6.0
6.0
2.5
4.8 FEMALE TERMINALS UNSEALED
Part # Cable Range (mm2) Material Plating
12185227 1.0-0.5 Copper Nickel Silicon Alloy Tin
12147596 2.5-1.5 Copper Nickel Silicon Alloy Tin
12147597 6.0-4.0 Copper Nickel Silicon Alloy Tin
CABLE
RANGE
(mm
2
): ......... 0.5-6.0
CURRENT
RANGE
(
AMPS
): ........... 45
TEMP
RANGE
O
C
: .......... -40 to 135
RESISTANCE
: ...... <10mΩ@20mV
VOLTAGE
DROP
: ...... <4.0mV/amp
CENTERLINE
SPACING
(mm): ...... 6.8
BLADE
WIDTH
(mm): ................. 4.8
Cable
Terminal
http://delphi.com/products/connect