Seeking advice on pump feeding issues
Thread Content
There is a tank A with a volume of 2000 cubic meters, containing mixed xylene; its density is 0.825 and the liquid level is at 5.5 meters. Material is to be transferred to another tank B, also with a volume of 2000 cubic meters – the liquid level in this tank is at 1 meter, and it as well contains mixed xylene with a density of 0.825. The amount to be transferred is 230 kilograms. I would appreciate some guidance on how to calculate this I wonder how long it will take to fill this What is the liquid level in tank B after the material has been poured in?
There are countless unclear factors in this issue
Once you know the diameters of the two tanks and the volume of the material, along with the pump’s flow rate, everything will become clear.
It should be a simple math problem. For Tank A, the volume is 2000 cubic meters and the liquid level is 5.5 meters; the diameter of the tank can be determined from this. The same procedure is applied to Tank B to find its diameter. By using a density of 0.825 and a weight of 230, the volume that needs to be transported can be calculated, which in turn allows determination of how much the liquid level has risen or fallen
Should we only process 230 kilograms to reach Tank B, or should we process the entire contents of Tank A?
…………If the storage tank is cylindrical, the calculations for vertical and horizontal liquid levels are quite different; at least the specific specifications and design details need to be clear... The feeding rate is related to the pump... There are too few known conditions available.........:lol
Solve the equation 0.23/0.825/F,