How should water be calibrated for interface buoys with a density greater than 1
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For example, the density of the light-medium flushing oil is 827.13, while the density of the heavy-medium alkali solution is 1106.01. The float used is Xindong FST3000. I would be very grateful if you could provide some guidance. Thank you very much!
Yes, can the buoy’s range be calibrated using the water filling method?
I’ll recommend a website with descriptions on this topic: https://wenku.baidu.com/view/42f7aa8edd3383c4bb4cd2b3.html
Buoy calibration generally employs the weight-hanging method; when calibrating the zero point, the mass of the weight corresponds to the mass of the hanging rod； When the gauge is at full scale, the mass of the weight equals the mass of the hanging rod minus pgV, where p is the density of the medium, g is the acceleration due to gravity (typically 9.8 m/s^2), and V is the volume of the hanging rod that is submerged in the medium at full scale; V = 3.14*r^2*H (where H is the full-scale height). After calibrating the zero and full-scale points, one can hang a weight to simulate an intermediate liquid level and conduct a verification ；
Knowledge is power; power can be exchanged for some money. Come on, OP, give your brother a big red envelope so he can have lots of meat sandwiches – your brother will teach you how to do it........ {:2_42:} Whose watch is this? What kind of poor-quality product is this? Isn’t it clearly stated in the instructions? How is this possible? Really? :( . .
Water with a density greater than 1 cannot be measured; weights should be used
Think about it again – it can be marked with a slight turn. . . . I’ll give you a big gift to teach you how to do it. Hahaha :lol