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Screened, high-rel surface mount NTC thermistors
are provided in the EIA 0805 package. Resistance
values are specified at 25ºC with resistances at other
temperatures calculated using the appropriate
resistance vs. temperature tables.
Military Grade Chip Thermistors
NTC THERMISTORS
22
NTC Military Grade Thermistors
The data provided on this page outlines the DSCC
(Defense Supply Center, Columbus) drawing 93073. The
complete 93073 specifications can be obtained by
contacting DSCC. Please consult factory for devices provided
to the 93074 (1206 package) specification.
Engineering Information
Thermal Time Constant*: 8 seconds maximum.
Dissipation Constant*: 2mW/°C min.
Power Rating: The thermistor shall be capable of
dissipating a maximum power of
.125 watt at 25°C. Thermistors
shall be derated in accordance
with Table 1.
Resistance At 25°C: Zero power resistance values at
25°C (See Table 2).
Tested IAW MIL-PRF-23648. See DESC drawing 93073
for further details.
*Thermal Time and Dissipation Constant may vary depending on mounting.
Dimensions 93073 NTC STYLE
L = .078" +/– .008"
W = .049" +/– .008"
T = .055" Max
BW = .020" +/– .005"
TABLE 2 Minimum and Maximum Resistance Values (at 25°C) For Each Available Curve
CURVE A (QTI CURVE X) CURVE T CURVE Y CURVE Z CURVE S CURVE P
470 Ohm 2K Ohm 10K Ohm 47K Ohm 100K Ohm 4.7 Meg Ohm
to to to to to to
1.5K Ohm 7.5K Ohm 20K Ohm 100K Ohm 200K Ohm 10 Meg Ohm
Ordering Information
Resistance Tolerance Code
Number of Zeros
1st 3 Resistance Digits
Curve
Drawing Number
93073-Z 500 2 J
100
80
60
40
20
0
-.55 -.20 0 20 40 80 120 140 160
25°C
125°C
TABLE 1 Derating Curve for High Ambient Temperatures
Ambient Temperature (°C)
Percent of Maximum Power
Tolerance Code:
K = 10% with Tin/Lead Terminations
J = 5% with Tin/Lead Terminations
G = 2% with Tin/Lead Terminations
F = 1% with Tin/Lead Terminations
E = 10% with Gold Terminations
D = 5% with Gold Terminations
C = 2% with Gold Terminations
B = 1% with Gold Terminations