Pump Head Calculator Online Free
Estimate the Total Dynamic Head (TDH) for your pumping system quickly.
Total Dynamic Head (TDH)
*Includes friction losses based on standard Hazen-Williams approximation for smooth pipes.
What is Pump Head and Why is it Important?
When selecting a pump for irrigation, industrial processes, or domestic water supply, simply knowing the flow rate is not enough. You must determine the Total Dynamic Head (TDH). Pump head represents the resistance the pump must overcome to move fluid from point A to point B. It is expressed in units of height (meters or feet) because it represents the vertical column of fluid the pump can support.
How to Use This Pump Head Calculator
To use our free online tool, follow these simple steps:
- Static Head: Enter the vertical distance the water needs to be lifted (from the water source surface to the highest discharge point).
- Flow Rate: Enter how much water you need to move per hour (m³/hr).
- Pipe Length: Enter the total length of the piping system.
- Pipe Diameter: Enter the inside diameter of your pipe in millimeters.
Click calculate, and the tool will instantly estimate the friction loss and add it to your static head to give you the TDH.
Understanding Friction Loss
Friction loss occurs as water rubs against the internal walls of the pipe. The smaller the pipe or the faster the flow, the higher the friction. Using an undersized pipe can significantly increase the pump head required, leading to higher energy costs or pump failure. This calculator uses standardized fluid dynamics formulas to estimate these losses so you can choose a pump that operates within its efficient range.
Frequently Asked Questions
What is the difference between static head and total head?
Static head is just the physical elevation change. Total Dynamic Head (TDH) is the sum of static head, friction head (loss in pipes), and pressure head (if pumping into a pressurized tank).
Can I use this for any liquid?
This calculator is optimized for water at ambient temperatures. For viscous liquids like oil or chemical slurries, additional correction factors are required.