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Outline
Applications Specification
Flat TVs System temperature monitering
Tablet PCs, PCs Office automation equipments
PC servers / network servers
Features
① Low voltage operation: 3.0V to 5.5V
② Low current consumption: 75µA typ.
③ Fast update of time: 2ms typ.
④ Accuracy: ±2.0°C ( 25°C to +100°C)
⑤ Resolution: 9 bits (0.5°C)
⑥ Shutdown mode minimizing current consumption
⑦
I
2
C BUS compatible interface
⑧
Up to 8 ICs can be built into a bus
⑨
Built-in thermostat function (comparator mode, latch mode)
Block Diagram Package
SOP-8D
Application circuit
VOperating voltage 3.0 ~ 5.5
O.S. Output Saturation
0.4
µA
℃
Supply current 75 (typ.)
Temperature accuracy
±2.0(−25~+100℃)
Vmax
bit
ms
Resolution 9(0.5℃)
Temperature Sensor IC (Digital Output)
℃
MM3286
Item Specification Unit
Operation temperature
ー40 ~ +125
This IC is an I2CBUS compatible digital temperature sensor IC that incorporates a temperature sensor and a
sigma-delta AD converter. It offers low current consumption and an I2C BUS compatible interface, making it
ideal for a wide range of applications.
It also has a built-in thermostat function to improve safety.
Data update time 2
Start-up Reset Voltage
2.1 V
■ All brand names, logos, product names, trade names and service names described here are trademarks or registered trademarks of their respective companies or organizations.
■ Any products mentioned in this leaflet are subject to any modification in their appearance and others for improvements without prior notification.
■ The details listed here are not a guarantee of the individual products at the time of ordering. When using the products, you will be asked to check their specifications.
Temperature
Sensor
9Bit Sigma-Delta A/D Converter
Configuration
Register
T
OS
Register
T
HYST
Register
Pointer Register
I
2
C Interface
Temp Detection
Circuit
SDA
SCL
A
0
A
1
A
2
V
DD
GND
O.S.
VDD
A0 OS
A1 SDA
A2 SCL
GND
0.1uF
10kΩ
10kΩ
MASTER
3.3V
10kΩ
MM3286
September 2020 Rev.3