Sulfur Daily Question, May 11------3 points for participation, 10 points for a correct answer
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This post was last edited by Sulfur-Zinc-Aluminum on 2016-5-13 15:38. Short answer: What is the flow rate of a pump?
The volume or mass of liquid pumped by the pump per unit of time is the flow rate of the water pump
The volume or mass of liquid pumped by a pump per unit of time is known as the pump flow rate; in other words, the pump flow rate refers to the amount of water that the pump can move per unit of time. The flow rate of a water pump is commonly represented by the English letter Q. The units for water pump flow rate are m3/s, m3/h, L/S, etc.
The volume or mass of fluid pumped by the pump per unit time is the pump flow rate
The volume of water pumped by the pump per unit of time, that is, the pump’s flow rate.
Volume of liquid pumped by the pump per unit time
The amount of liquid discharged from the pump outlet pipe per unit of time is called flow rate, denoted by Q
The flow rate of a pump refers to the volume of liquid it can transport per unit of time, and is commonly denoted by the symbol Qe.
The pump flow rate is the amount of liquid (volume or weight) that the pump delivers per unit of time
The amount of liquid discharged from the pump outlet pipe per unit time is called flow rate, denoted by Q. Flow rate can be divided into mass flow rate and volume flow rate, with volume flow rate being the primary one. Weight flow rate refers to the weight of the flow that passes through in a unit of time. Units: kg/second, T/hour, etc. Volumetric flow rate is the volume of fluid that passes through in a unit of time. Unit: M3/hour.
Flow rate Q: Flow rate is the amount of fluid (volume or mass) that a pump delivers per unit of time. Volumetric flow rate is denoted by Q, with units such as m3/s, m3/h, l/s, etc. Mass flow rate is denoted by Qm, with units such as t/h, kg/s, etc. The relationship between mass flow rate and volume flow rate is: Qm = ρQ, where ρ is the density of the liquid (kg/m3 or t/m3); for plain water at normal temperature, ρ = 1000 kg/m3