The Bernoulli equation relates pressure, velocity, and elevation for an incompressible, nonβviscous fluid flowing along a streamline. When a pump is inserted into the system, it adds energy to the fluid, which appears as an increase in the total head.
For pump head calculations we rearrange the Bernoulli equation to solve for the head that the pump must supply, denoted (h_{p}). The required pump head is the sum of the pressure head difference, the kinetic energy head difference, and the elevation head difference between the outlet and inlet sections.
By measuring or estimating the inlet and outlet pressures, velocities, and elevations, engineers can determine the minimum head a pump must provide to achieve the desired flow conditions. This ensures proper system design and avoids cavitation or insufficient flow.
p_{1}, p_{2} = inlet and outlet pressures (Pa)
rho = fluid density (kg/mΒ³)
g = gravitational acceleration (m/sΒ²)
v_{1}, v_{2} = inlet and outlet velocities (m/s)
z_{1}, z_{2} = inlet and outlet elevations (m)
What is pump head in a fluid system?
How do I calculate pressure head difference?
What does kinetic energy head represent?
How do I determine elevation difference in a pump head calculation?
Can you explain how Bernoulli’s equation applies to pumps?
What units are used for pump head in this calculation?
How does fluid viscosity affect pump head calculations?
Results are for informational purposes only and do not constitute professional advice.
