The application fields of metering pumps manufactured by metering pump manufacturers are very wide, and they can complete the measurement and accurate control of various fluids. By understanding the structure and working principle of metering pumps, we can better grasp their applications and choices in different fields. The metering pump has the characteristic of rapid response, which can achieve rapid start stop and rapid response to flow changes, thereby ensuring the continuity and stability of the process flow.

Gravity metering pump accurately measures the volume of liquid by utilizing the height difference of the liquid level, usually achieved through a two component pump. When using a two-component pump, two liquids of different weights are sucked in and discharged by two independent pumps through corresponding pipelines, forming a liquid level difference in the vertical direction. The volume of the liquid is calculated by the change in the liquid level difference.

Scientific popularization of usage precautions for metering pumps by metering pump manufacturers

Before using the metering pump, it is necessary to thoroughly clean and disinfect it to avoid the impact of impurities or harmful substances on the delivery quality.

The metering pump is operated according to the user manual to ensure the normal operation of the equipment.

Check the sealing performance of the metering pump to ensure the sealing and high-pressure resistance of the pump body during transportation.

After each use, the pump body must be cleaned to avoid liquid residue in the pump, which may cause mixing and deterioration during the next use.

Maintain and upkeep the metering pump at regular intervals to extend the service life of the equipment.

A metering pump is a device that measures and transports liquids based on the principle of geometric volume. Its principle is to move the required conveying medium from the suction end of the pump to the discharge end of the pump. During this process, the required conveying medium in the system is always in a closed and slender chamber. When a certain amount of medium is sucked into this chamber, it will push the other end of the pump. At the same time, the chamber is pushed towards the discharge end by a certain pressure, causing the medium inside to be discharged. By utilizing the principle of pushing input and output liquids, the changes in these volumes can be calculated, and then the required flow rate can be obtained by calculating the data.