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)
KHSSeriesDatashee
FileNr.2200.18‐450.102.06|Revision:201612
2
PERFORMANCEDATA
TypeKHS400KHS500KHS700KHS800KHS10AKHS11AKHS17A
HistoricalPartNumber
KH206‐8
KH208‐8
KH210‐8KH212‐8KH214‐8KH216‐8KH218‐8
DeratingLinear[ºC]70…350(0W)
ClimaticCategory 55/200/21
FailureRate
(Total
,
max,60[%]cont.lev.)
[10
‐9*
h
‐1
]appr.100dependsonvalue
Endurance
IEC60115‐1clause4.25
(P
70
,@70[°C],1000[h])
±[%]3
DampHeat,SteadyState
IEC60115‐1clause4.24
(40[°C],93[%r.h.],56[d])
±[%]2
ClimaticSequence
IEC60115‐1clause4.23±[%]2
ResistancetoSolderingHeat
IEC60115‐1clause4.18
(260
±5
[°C],3,5
±1
[s])
±[%]0,2
TerminalStrength±[%]1
TerminalTensileStrength[N]50
Solderability
IEC60068‐2‐20
(245
±5
[ºC]3
±0,5
[s])
Solderbathmethod(>95%coverage)
Marking
IEC60062Printedinclear
ELECTRICALCHARACTERISTIC
NewP/Nr.
Type
Historical
P/N:
±10
[%]
±5
[%]NewP/Nr.
Type
Historical
P/N:400±50ppm/K ‐20±60ppm/K0±10ppm/K
KHS400KH206‐80R0510R1KHS400KH206‐8≥0R051≤0R2≥0R22≤300R≥330R≤9K1
KHS500
KH208‐8
0R075
0R15 KHS500
KH208‐8
≥0R075≤0R3≥0R33≤470R≥510R≤15K
KHS700
KH210‐8
0R11
0R33 KHS700
KH210‐8
≥0R11≤0R68≥0R75≤910R≥1K≤33K
KHS800
KH212‐8
0R075
0R15 KHS800
KH212‐8
≥0R075≤0R3≥0R33≤470R≥510R≤15K
KHS10A
KH214‐8
0R11
0R33 KHS10A
KH214‐8
≥0R11≤0R68≥0R75≤910R≥1K≤33K
KHS11A
KH216‐8
0R15
0R51 KHS11A
KH216‐8
≥0R15≤1R≥1R1≤1K3≥1K5≤47K
KHS17A
KH218‐8
0R27
0R91 KHS17A
KH218‐8
≥0R27≤1R6≥1R8≤2K4≥2K7≤82K
RESISTANCERANGE(minimum)TEMPERATURECOEFFICIENT