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Product Description
TS MWTS02 ultrasonic wind speed and wind direction sensor is a professional-grade miniature sensor independently developed by our company to measure a variety of meteorological elements. It can simultaneously measure wind direction, wind speed and other meteorological elements. 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
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)
Packing list
Sensor 1 set
3.5m cable 1 line
Instruction 1 copy
Certificate/warranty 1 copy
FAQ for MWTS02
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)
![.jpg](https://sc01.alicdn.com/kf/HTB1mc_DspOWBuNjy0Fiq6xFxVXaE/232957354/HTB1mc_DspOWBuNjy0Fiq6xFxVXaE.jpg)