Separator tank pumps out the liquid so as to keep the tank level

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    Liquid Pumps Tank
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SUMMARY

The discussion focuses on the operation of a juice separator tank, specifically the mechanism for maintaining a liquid level at 52% between two sensors. The pump at the bottom of the tank is responsible for adjusting the liquid level, which is calculated based on the distance between the sensors and the static pressure. The pressure difference formula, ΔP = P2 - P1, is essential for understanding the dynamics of the system, where P2 represents the top sensor and P1 the bottom sensor. The liquid occupies only 10% of the tank's total volume, emphasizing the importance of precise control in the pumping mechanism.

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petdem
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Hello
I have a question please i am not sure about. I work with this machine as a operator but would like to learn more.

1. I have attached a picture of a juice separator tank. The juice enters the separator where the liquid goes to the bottom of the tank and the vapour rises to the top of the tank where it leaves to a condensor.The pump at the bottom of the separator tank pumps out the liquid so as to keep the tank level at 52% between the 2 sensors ...The 52% tank volume is calculated between the 2 sensors and not actually 52% of the actual tank volume...Liquid exists in about only 10% of the tank .The distance between the 2 sensors is 2.5metres.The pump with the bottom sensor is about 1.1metres beneath the bottom of the tank

What formula would i use to calculate the pressure...P2 is the top pressure sensor and P1 is the bottom sensor. I also think that static pressure is part of the equation. Is there a name for this equation of P2/P1 and Static?
How does it calculate 52% between these 2 sensor points? The pump at the bottom of the tank speeds up and slows down so as to keep the volume between the 2 sensors at 52% in the tank
Any advice appreciated

Regards

Pete
 

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Hi Pete,

It sounds like you are trying to calculate the pressure difference between the two sensors in the tank. The formula for this is P2 - P1 = ΔP, where P2 is the top pressure sensor and P1 is the bottom sensor. This equation should also include the static pressure, as that will affect the pressure difference. The 52% tank volume is calculated by the pump speeding up and slowing down to keep the volume between the two sensors consistent. I hope this helps!
 

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