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415
POSITIVE THERMISTORS "Posi-R"
CAT.8100H
For Thermal Sensing
This series of Posi-R as a temperature indicator is small in size and little
in calorific capacity. It is so useful for indicating any overheating of power
transistors and thyristors in the power sources.
8.1
0.8
φ4.2
6.0MAX.
4.5MAX.
φ0.6
φ0.6
18
5.0 1.5
5.0 1.5
10k
1k
500
100
30
10 50 100 150
OR
OT
OX
IA
IC
IE
IG
Resistance (Ω)
Temperature (˚C)
Fig. 12 Resistance / Temperature Characteristics
ZPP35 Type ZPP22 Type
ZPP350R500E ZPP220R501E 70
ZPP350T500E ZPP220T501E 80
ZPP350X500E ZPP220X501E 90
ZPP351A500E ZPP221A501E 100Ω 100 500Ω
500Ω
16VDC 100mA
ZPP351C500E ZPP221C501E
or less
110
or less or more
ZPP351E500E ZPP221E501E 120
ZPP351G500E ZPP221G501E 130
The current flowed in a Posi-R shall be within the range lest it should generate heat.
Type No.
ZPP35 Type ZPP22 Type 25˚C Tr(˚C) Tr–5˚C Tr+5˚C
Temperature Indication
Max. Operating
Voltage
Max. Inrush
Current