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ContaCting - SemiConduCtor
SPECIFICATIONS AND DRAWINGS ARE SUBJECT TO ALTERATION WITHOUT PRIOR NOTICE - DIMENSIONS IN MILLIMETER
70
appliCationS
• Semiconductor/SensorTest
• MedicalApplicationTest
• SpaceApplicationTest
• FailureAnalysis
• Programming
• Burn-In/HAST/THB
FeatureS
• Exellentreliability
• Lowcontactresistance
• Outstandingmatigcycles
• Ultralowpitchcapability
• Broadvarietyofdimensions&plungertypes
general SpeCiFiCationS
MatingCycles: >500,000
Contactresistance: <50mΩ
Contactforce: ~25g(typical)
Length: from1.00mmonwards
Diameter: >0.125mm
Operatingtemp.range: 40°Cto+150°C
TaskofthespringprobepinistoestablishreliablecontacttodierentICpackagessuchasQFP,BGA,QFN,
LGA,andothersemiconductorcomponentswithapitchfrom>0.3mm(ultra-lowpitch)to2.54mm.
Besidessemiconductor,wafer-levelcontactingandsensortesting,ourspringprobepinscanbeusedinareas
suchasmedical/space,applicationtesting,failureanalysis,programming,burn-in(HAST/THB),PCBtesting,
andboard-to-boardconnectors.
YamaiChi Spring probe pinS
- an exellent ChoiCe -
Contactreliabilityistheaim.
Theconceptofthespringcontactcombinesguaranteedexcellentmechanicalandelectricalcharacteristics:
•Durablestablecontactdesignwithsimultaneouslowestmechanicalcontact
wear,i.e.nodegradationofthecontactforceaswellasminimisedcontact
movementontheICcomponentorPCBcontactpad.
•Lowcontactresistance(<50mΩ),evenwithdieringsurfaces.
Example:W-030/570-CTCO-P56
ResistancemΩ
Force
N
TypicalPerformance