The STLM20 is a precision analog output temperature sensor for low current applications
where maximizing battery life is important. It operates over a –55 °C to 130 °C (grade 7) or
–40 °C to 85 °C (grade 9) temperature range. The power supply operating range is 2.4 V to
5.5 V. The maximum temperature accuracy of the STLM20 is ± 1.5 °C (±0.5 °C typ) at an
ambient temperature of 25 °C and V
and reaches a maximum of ±2.5 °C at the temperature range extremes. The temperature
range is affected by the power supply voltage. For the temperature grade 7 device, a power
supply voltage of 2.7 V to 5.5 V, the temperature range extremes are +130 °C and –55 °C
(decreasing the power supply voltage from 2.7 V to 2.4 V changes the low end of the
operating temperature range from –55 °C to –30 °C, while the positive remains at +130 °C).
The STLM20 has a maximum quiescent supply current of 8 µA. Therefore, self-heating is
negligible.
Figure 1.Logic diagram
of 2.7 V. The temperature error increases linearly
CC
V
CC
STLM20
(1)
GND
1. Pin 2 GND may be grounded or left floating (SOT323-5L only). For optimum thermal conductivity to the PC
board ground plane, it should be grounded.
Table 1.Signal names
V
CC
Supply voltage
V
OUT
AI12252
GNDGround
V
OUT
Output voltage
NCNo connect
Figure 2.Connections (top view)
NC
GND
V
OUT
(1)
(2)
1
5
2
3
4
SOT323-5L
GND
V
CC
AI12253
V
NC
OUT
(1)
1
2
UDFN-4L
4
3
V
CC
GND
AI12253_a
1. Pin 1 NC should be left floating or grounded.
2. Pin 2 GND may be grounded or left floating. For optimum thermal conductivity to the PC board ground
plane, it should be grounded.
Doc ID 12495 Rev 135/19
Transfer functionSTLM20
2 Transfer function
The STLM20’s transfer function can be described in different ways, with varying levels of
precision. A simple linear transfer function, with good accuracy near 25 °C is expressed as:
Equation 1(first order linear equation)
V
11.69m V–()°CT1.8663+×⁄V=
O
Over the specified operating temperature range, the best accuracy can be obtained by using
the parabolic transfer function:
Equation 2(second order parabolic equation)
O
−
2–26
8639.1)T1015.1(–)T1088.3(–V
+××+××=
and solving for T:
()
6
101962.296.1481–T
+×+=
V8639.1
−
O
6–
1088.3
×
The best fit linear transfer function for many popular temperature ranges was calculated in
Ta bl e 2 , where the error introduced by the linear transfer function increases with wider
temperature ranges.
Table 2.First order equations optimized for different temperature ranges
Temperature range
T
min
(°C)T
max
(°C)
Linear equation
VO =
Maximum deviation of linear
equation from parabolic equation
(°C)
–55130–11.79 mV/°C * T + 1.8528 V±1.41
–40110–11.77 mV/°C * T + 1.8577 V±0.93
–30100–11.77 mV/°C * T + 1.8605 V±0.70
–4085–11.67 mV/°C * T + 1.8583 V±0.65
–1065–11.71 mV/°C * T + 1.8641 V±0.23
3545–11.81 mV/°C * T + 1.8701 V±0.004
2030–11.69 mV/°C * T + 1.8663 V±0.004
6/19Doc ID 12495 Rev 13
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