Select method, shape, and write down the required parameters in designated fields to calculate the volumetric flow rate of fluids through this calculator.
Use this flow rate calculator to calculate the average volumetric flow rate of fluids regarding flow velocity, pressure difference, time & volume. With this pipe flow rate calculator, you will not only calculate the flow rate of a garden hose or showerhead but also find out how much blood your heart pumps every minute. What a function! Isn't it? If you want to determine this particular term, then the read below is specially arranged for you. So let’s get through it together!
“The volume of fluid passing via a given cross-sectional area per unit is called flow rate of the fluid”.
The term cross-sectional area is often used to describe the area through which liquid is flowing.
Get going for determining the flow rate of the fluid by subjecting to the following equation:
Q=V/T Or Flow rate= volume/time
The vector field that provides the velocity of fluids at a specific time and position is known as flow velocity in the fluid.
The following is the equation to determine the flow velocity of any fluid:
Q=AV
Where,
Q = represents the liquid flow rate measured as m3/s or L/s
A = represents the area of the pipe in m2
v = represents the velocity of the liquid in m/s
The mass flow rate is the mass of fluids that pass through per unit of time.
mass= dm/dt Or mass=ρVA
Where
ρ = displays the density of the fluid
V = represents the velocity of the liquid
A = represents area of cross-section
The pressure difference of fluids is the force that exists per unit and is measured in pounds per square inch (PSI). It is also equivalent to the unit that is subtracted from a greater force per unit. Here you can calculate the flow rate of pressure difference by using this best water flow calculator
The volumetric flow rate of fluids is the volume that passes per unit of time. Generally, water flow through pipe calculator is a convenient and straightforward way to calculate the volume of fluid passing through in a given time.
Let’s see the following examples that will help you to understand your concept and clarify your answer with respect to this water flow rate calculator.
Example # 01
Suppose water is flowing from a circular pipe with a radius of 0.0900 m. Furthermore, its velocity is 4.40 m/s. So, calculate the flow rate of water that flows from the pipe in liters per second (L/s)?
Solution:
First of all, find the area of the circular pipe for water flow calculation.
A= 𝜋r^2
A= 𝜋(0.0900m)^2
A= 3.14*0.0081m^2
A= 0.025434m^2
So the area of the pipe is 0.025434m^2 Now we can find the flow rate
Q=AV
Q= (0.025434m^2)(4.40 m/s)
Q= 0.1119096m^3/s
Furthermore, we can convert it into liters per second: 1m^3/s= 1000L/s
Q= 0.1119096m^3/s * 1000L/s / 1m^3/s
Q= 111.9096L/s
Example # 02
A liquid with a density of 1000kg/m^3 flows through a circular pipe whose diameter is 7cm. The velocity of the liquid is 10.5m/s. Find the mass flow rate of the liquid?
Solution:
Density= 1000kg/m^3
Diameter= 7cm
Velocity= 10.5m/s
Radius of the pipe=r= d/2 =7/2 = 3.5m
Area of the pipe=A= 𝜋r^2= 3.14*(3.5m)^2 =3.14*12.2 =38.465m
Volumetric flow rate=Q= VA =(10.5m/s)*(38.465m)=403.8825m^3/s
Mass flow rate =m= Q*ρ =(403.8825m^3/s)*(1000kg/m^3) =403,882.5kg/s
Let’s see this free flow rate calculator find out the parameters of flow rate through pipe given pressure. Let’s move on and have a look at the working of this calculator.
Input:
Output: The free volume flow rate calculator does the following calculations
No, both are different phenomena. Flow rate is the measure of fluid in terms of volume per unit. While velocity tells how fast fluids are moving in distance per unit of time.
There are some factors that affect fluid flow in pipes including viscosity, density, and velocity of the fluid. Changes in the fluid temperature will change the viscosity & density of the fluid.
All fluids exert pressure like the air inside a tire. The particles of fluids are constantly moving in all directions randomly. As the particles move, they keep striking into each other and into anything else in their path. These collisions cause pressure, and therefore, the pressure is exerted equally in all directions
Factors affecting pressure in a liquid
No, as friction pushes against the flow that may result in pressure loss as the pipe length increases. As flow velocity increases, the pressure loss increases, and efficiency decreases.
Flow rate is the fluid volume used for an appropriate flowmeter to ensure fluid control in different industries. Flowmeter technologies such as differential pressure, turbine, ultrasonic, magnetic, thermal, and vortex all measured flow rate as a function of fluid velocity. Flowmeter users who know what flow rate they need to measure can use a flow rate calculator to determine the fluids.
From the source of Wikipedia: Volumetric flow rate, Mass flow rate From the source of khan academy: volume flow rate, Incompressibility of liquids
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