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Product Description
TS MWTS05 integrated five-element meteorological sensor is a professional-grade miniature sensor independently developed by our company to measure various meteorological elements. It can simultaneously measure temperature, humidity, pressure, wind direction, speed parameters. It has the advantages of high precision, fast response time, strong anti-interference ability and serial output. Users can directly measure through PC or external instruments.
Technical Parameters
![](data:image/png;base64,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)
Packing list
Sensor 1 set
3.5m cable 1 line
Instruction 1 copy
Certificate/warranty 1 copy
FAQ for MWTS05
Q:Do you supply tripod and solar panels?
A:Yes, we can supply it, but this is optional.
Q:Can we choose the required sensor for the weather station?
A:Yes, you should tell us what sensors you need before placing the order, and then we will quote according to your request.
Q:What is the way of transmission mode?
A:Communication interface adopts RS485,(RS232 can be selected)
![-2](https://sc04.alicdn.com/kf/H6304d8516f25428ba3b5c5f93bb79e78Z/232957354/H6304d8516f25428ba3b5c5f93bb79e78Z.jpg)