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The flow rate of fluids is the volume of fluids that passes through an area in a unit of time. It is measured in m³/s, GPM, or l/s and is directly proportional to the circular pipe flow velocity and the pipe inside diameter.

As the calculation can be measured in terms of feet/s and meter/s, there are two different calculation methods to establish pipe velocity:

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gpm toft/s in pipe

This is typically at a distance of at least 10 pipe diameters downstream from any disturbances in the flow, such as valves or bends.

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No, the velocity of a fluid flowing in a pipe, considering the pipe inside diameter, does not increase with the size of the pipe.

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For example, pipes containing hot water in recirculating systems should be designed to a lower velocity than cold water pipes

If the flow rate remains constant, increasing the cross-sectional area of the pipe will decrease the velocity, and decreasing the cross-sectional area of the pipe will increase the velocity.

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The velocity of a fluid in a pipe is determined by the balance between the flow rate and the cross-sectional area of the pipe.

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This equation states that the flow velocity is proportional to the flow rate and inversely proportional to the pipe's sectional space.

A smaller inside diameter results in higher flow velocity and increased friction against the pipe's circular walls, leading to more substantial friction losses.

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Note that the velocity should be measured at a point in the pipe where the flow is fully developed and there is no significant turbulence.

The relationship between the flow rate, velocity, and cross-sectional area of a pipe can be expressed mathematically using the following equation:

There is an inverse relationship between the internal diameter of a pipe and the pipe velocity. This means that the water velocity will expand as the pipe diameter reduces.

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For example, if liquids contain solid particles, engineers try to achieve a higher velocity so that the heavy particles in the liquid don’t settle and cause blockage in the pipe.

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The velocity will increase as the sectional area decreases, and as the sectional area increases, the velocity will reduce.

A larger pump and equipment can grow the capital cost of the building and also escalate the operational cost to run the building. So this calculation is vital when designing a system.

Friction loss in pipes refers to the pressure drop that occurs due to the interaction between the flowing fluid and the inner surface of a pipe.

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The flow rate of a fluid in a pipe can be calculated from its velocity and the pipe's cross-sectional area using the following formula:

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It’s important to know what your pipe velocity is because it relates closely to friction losses. The higher the velocity of a fluid, the higher the friction losses and energy consumption.

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GPM calculator

Pipe velocity is the speed at which fluid flows through a pipe and is usually measured in terms of m/s or ft/s, considering the pipe inside diameter.

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The pipe inside diameter can be calculated from the velocity and flow rate of a fluid flowing through it using the following formula:

According to the principle of conservation of mass, if the pipe's cross-sectional area decreases, the fluid's velocity must increase to maintain the same volumetric flow rate.

Calculate friction losses through a pipe quickly and easily, eliminating the need to perform complex mathematical calculations manually.

This loss is a result of the frictional resistance encountered as the fluid moves along the circular pipe, influencing temperature management and energy transfer.

Understanding how different parameters, such as pipe slope, inside diameter, and water velocity, impact friction loss and energy efficiency is crucial for designing efficient plumbing systems and ensuring optimal fluid flow performance.

High friction losses affect the performance of a pump, value and other related equipment, which might mean you have to opt for bigger pumps.

The flow rate represents the volume of fluid that passes through a given point in the pipe in a unit of time, and the sectional space represents the area available for the fluid to occupy.