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)
www.lumberg.com 08/2010
Connectivity solutions for photovoltaic power systems
LC4®-CP – Connector Parts without cable
Standard packaging: preassembled, contacts in bulk,
sorted in plastic bags of 50 pieces, in a cardboard box
LC4CP 30
LC4CP 31
*a marking + on LC4CP 3...1, on LC4CP 3...2
*b hexagonal cap nut
LC4CP 30 LC4CP 31
X
LC4®photovoltaic connector, fieldattachable, with integra
ted locking and crimp contact
LC4CP 30: plug
LC4CP 31: socket
1. Temperature range 40 °C/+85 °C (IEC)
40 °C/+90 °C (UL)
(+110 °C upper limit temperature)
2. Materials halogenfree, UVresistant
Insulating body mPPE, V0 according to UL 94
Contact pin/bush CuNiSi, tinned
Seal NBR
Cap nut mPC, V1 according to UL 94
3. Mechanical data
Insertion force1≤20 N
Withdrawal force1≥10 N
Retaining force of locking latches2≥90 N
Mating cycles250
Tightening torque cap nut 3.5–4.5 Nm
Mating with photovoltaic connectors LC4
Protection degree3IP 68
Connectable conductors crimp terminal
Photovoltaic cable, doubleinsulated4
Section LC4CP 3... 2.5 2.5
mm2
(AWG 14)
Section LC4CP 3... 4.0/6.0 4.0
mm2
(AWG 12), 6.0
mm2
(AWG 10)
Cable diameter
6.3 –7.8 mm
Approved cables on the Internet site www.lumberg.com
4. Elektrische Daten (at Tamb 20 °C)
Contact resistance2≤1 mΩ
Rated current (IEC)2
LC4CP 3... 2.5 22 A at Tamb 85 °C
LC4CP 3... 4.0/6.0 30 A at Tamb 85 °C
Rated current (UL)235 A at Tamb 20 °C, both
Rated voltage51000 V DC (IEC)/600 V DC (UL)
Overvoltage category5III (8 kV)
Material group5I (IEC)/0 (UL) (CTI > 600)
Creepage distance/Clearance2between
contact and touchable surfaces 28.3 mm
contact and cable outlet 21.2 mm
Isolationswiderstand > 10 GΩ
1measured with a polished steel gauge, nominal thickness 4.0 mm
2measured with a proper counterpart
3according to IEC 60529/DIN EN 60529
only in mated condition with a proper counterpart
IP X8 requirements under agreement between manufacturer and user
4wire construction preferably according to IEC 60228 class 5, otherwise
crimp connection must be tested
5according to DIN EN 60664/IEC 60664 resp. according to ANSI/UL 746A
XLC4CP 30 IT
®
Composition of type designation
Series: LC3 or LC4
Type of product
CP Connector Part
Configuration
30 fieldattachable plug
31 fieldattachable socket
Polarity
1 +
2 –
Locking option
IT Internal locking is only
unlockable with a Tool,
otherwise it can be un
locked manually
Cable section
2.5 2.5 mm² (AWG 14)
4.0/6.0
4.0 mm² (AWG 12) and
6.0 mm² (AWG 10)
Package unit option
50 pieces (standard, pre
assembled, contacts in bulk)
VP7 500 pieces (preassembled,
contacts in bulk)
VP19 50 pieces (one plastic bag
per connector, preassem
bled, contacts in bulk)
LC4CP 301 IT 4.0/6.0 VP7