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Data Sheet
SGX Sensortech, Courtils 1
CH-2035 Corcelles-Cormondrèche
Switzerland
www.sgxsensortech.com
For more information please contact:
info.em@sgxsensortech.com
Power circuit
The two resistors (82 ohm for RED and 51+82
ohm for OX) are necessary to obtain the right
temperatures on the two independent heaters
while using a 5V power supply.
Packaging
The sensors are packaged in a tape and reel for
expedition.
The sensors are placed in a carrier type. The
dimensions of the cavity are 5.5 x 7.5 x 2.55 mm
(the tolerance is +/- 0.2 mm).
The outside dimension of the reel is either 178
+- mm (for a maximum of 700 sensors ) or 330
+ 0.25 / -4 mm (for a maximum of 2000
sensors).
MiCS-6814
1143 rev 8
Whilst SGX sensortech has taken care to ensure the accuracy of the information contained herein it accepts no responsibility for the consequences
of any use thereof and also reserves the right to change the specification of goods without notice. SGX sensortech accepts no liability beyond the set
out in its standard conditions of sale in respect of infringement of third party patents arising from the use of tubes or other devices in accordance
with information contained herein.
Page 5 of 5
IMPORTANT PRECAUTIONS:
Read the following instructions carefully before using the MiCS-6814 described here to avoid erroneous
readings and to prevent the device from permanent damage.
•The sensor must be reflow soldered in a neutral atmosphere, without soldering flux vapours.
•The sensor must not be exposed to high concentrations of organic solvents, silicone vapours or cigarette-
smoke in order to avoid poisoning the sensitive layer.
•Heater voltage above the specified maximum rating will destroy the sensor due to overheating.
•This sensor is to be placed in a filtered package that protects it against water and dust projections.
•SGX sensortech strongly recommends using ESD protection equipment to handle the sensor.