mass vortex flowmeter meets all kinds of liquid, gas and steam.mass vortex flowmeter is combined with liquid sensor, temperate sensor, press sensor and transmitter. It has high stability and accuracy; good quality so that even no need to repair; Insertion-type devices possible can installation, when the liquid is not stopped. |
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The traditional flowmeter need temperature and pressure data so that you know mass flow rate or standard flowmeter. So you must install the temperate sensor and press sensor. This process will influence the accuracy of the flowmeter. Nowadays, HQ984/985 multiparameter mass flowmeter will help you solve this problem. Just need one flowmeter, you won’t consider such complex problem above.?
The three measure point of the traditional flowmeter is departure. This will cause the accuracy of the flowmeter, because different distance will have less error. Nowadays, HQ984/985 can measure these three parts at one point and it must improve the accuracy of the flowmeter.
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)
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