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)
Embedded Power for
Business-Critical Continuity
313
process
yellow
3405
1797
1375
116
2607
652
242
2985
375
240
Rev. 6.25.12_161
LPT80 Series
3 of 3
MechanicalDrawing Americas
5810VanAllenWay
Carlsbad,CA92008
USA
Telephone:+17609304600
Facsimile: +17609300698
Europe (UK)
WaterfrontBusinessPark
MerryHill,Dudley
WestMidlands,DY51LX
UnitedKingdom
Telephone:+44(0)1384842211
Facsimile: +44(0)1384843355
Asia (HK)
14/F,LuPlaza
2WingYipStreet
KwunTong,Kowloon
HongKong
Telephone:+85221763333
Facsimile: +85221763888
Forglobalcontact,visit:
www.PowerConversion.com
techsupport.embeddedpower
@emerson.com
Whileeveryprecautionhasbeentakentoensure
accuracyandcompletenessinthisliterature,Emerson
NetworkPowerassumesnoresponsibility,anddisclaims
allliabilityfordamagesresultingfromuseofthis
informationorforanyerrorsoromissions.
EmersonandtheEmersonNetworkPower
logoaretrademarksofEmersonElectricCo.
©2012EmersonElectricCo.
Allrightsreserved.
EmersonNetworkPower.com
EmbeddedComputing
Embedded Power
Monitoring
OutsidePlant
PowerSwitching&Controls
PrecisionCooling
Racks&IntegratedCabinets
Services
SurgeProtection
Emerson Network Power.
Thegloballeaderinenabling
business-criticalcontinuity.
ACPower
Connectivity
DCPower
(4x) .14 (Ø 3.6)
0.22 (5.6)
3.00
(76.2)
0.23 (5.8) 5.00
(127.0)
11
5
6
10
1
8
2.55"
(64.8)
(115.8)
4.56" 0.22 (5.6)
Notes:
1.Specificationssubjecttochangewithoutnotice.
2.Alldimensionsininches(mm),toleranceis±.02”.
3.MountingholesM1,M2andM3shouldbe
groundedforEMIpurposes.
4.MountingholeM1issafetygroundconnection.
5.Specificationsareforconvectionratingat
factorysettingsat115VACinput,25°Cunless
otherwisestated.
6.Warranty:2year
7.Weight:0.8lb./0.36kg
PinAssignments
Connector LPT81 LPT82/83
SK1 Pin1 Neutral Neutral
Pin3 Line Line
SK2 Pin1 V1(3.3V) V1(5V)
Pin2 V1(3.3V) V1(5V)
Pin3 Common Common
Pin4 Common Common
Pin5 Common Common
Pin6 V2(5V) V2(12/15V)
Pin7 V2(5V) V2(12/15V)
Pin8 V3(12V) V3(-12V/15)
SK3 Pin1 +V1Remotesense +V1Remotesense
Pin2 -V1Remotesense -V1Remotesense
Pin3 +Remoteinhibit +Remoteinhibit
Pin4 -Remoteinhibit -Remoteinhibit
Pin5 +Power fail +Power fail
Pin6 Common Common
Pin7 Noconnection Noconnection
Pin8 +V2sense Noconnection
Pin9 -V2sense Noconnection
Pin10 Noconnection Noconnection
MatingConnectors
ACInput(SK1): Molex09-50-8031(USA)
Molex09-91-0300(UK)
PINS:08-58-0111
DCOutputs(SK2): Molex09-50-8081(USA)
09-91-0800(UK)
PINS:08-58-0111
ControlSignals
(SK3):
Molex90142-0010(USA)
PINS:90119-2110or
Amp:87977-3
PINS:87309-8
EmersonNetworkPowerConnectorKit#70-841-018
includesalltheabove.