Pump Knowledge

How to Calculate Total Dynamic Head (TDH)

Jan. 25, 2026

How to Calculate Total Dynamic Head (TDH)

Selecting the right pump is one of the most critical decisions in designing a fluid system. Get it right, and the system runs efficiently for years. Get it wrong, and you face high energy bills, premature equipment failure, and poor performance. The key to success lies in one crucial parameter: Total Dynamic Head (TDH).Incorrectly calculating TDH is a common and costly mistake. It leads to oversized pumps that waste energy or undersized pumps that fail to deliver the required flow. This guide is for the engineers, contractors, pump buyers, and system designers who need to get this calculation right every time. We will break down what TDH is, how to calculate it step-by-step, and how it impacts your final pump selection.

What Is Total Dynamic Head (TDH)?

Total Dynamic Head is the total equivalent height that a fluid is to be pumped, considering all the energy losses in the system. It represents the total amount of work the pump must do to move fluid from its source to its destination.Many people confuse TDH with just the vertical height difference, but this is only one part of the equation. TDH is the sum of the static head (the vertical lift) and the dynamic head (the energy lost to friction and velocity). It is the true measure of the total resistance the pump must overcome.

Key Components of Total Dynamic Head

TDH is calculated by adding four key components together. Understanding each one is essential for an accurate result.

1. Static Head

Static head is the vertical distance the pump must lift the fluid, independent of flow rate. It is purely a function of gravity and elevation.

· Static Suction Head/Lift: This is the vertical distance from the centerline of the pump to the surface of the fluid source. If the fluid source is above the pump, it's a positive static suction head. If the source is below the pump, it's a negative value known as static suction lift.

· Static Discharge Head: This is the vertical distance from the pump centerline to the highest point in the discharge piping or the surface of the destination tank.To find the total static head, you simply subtract the static suction head from the static discharge head.

2. Friction Loss

As fluid moves through pipes, it rubs against the inner walls, creating friction. This friction resists flow and represents an energy loss that the pump must overcome. This is known as friction loss or head loss.Friction loss is influenced by:· Flow Rate: Higher flow rates create more turbulence and thus higher friction loss.

· Pipe Diameter: Smaller pipes force fluid to move faster, dramatically increasing friction.

· Pipe Length: Longer pipes mean more surface area for friction to act upon.

· Pipe Material: Rougher pipe materials (like old cast iron) create more friction than smooth materials (like PVC).

3. Minor Losses (Fittings & Valves)

Every time the fluid changes direction or passes through a component, it loses energy. These losses from elbows, tees, valves, strainers, and check valves are often called 【minor losses.】 However, in complex systems with many fittings, these can add up to a significant portion of the total head loss.

4. Pressure Head

If the pump is discharging into a pressurized vessel (like a boiler or a closed-loop system), the pump must overcome this existing pressure. This pressure must be converted into an equivalent height of fluid, known as pressure head. For example, in an open system discharging to the atmosphere, the pressure head is zero.

The TDH Formula Explained

The general equation for Total Dynamic Head is straightforward:TDH = Total Static Head + Total Friction Loss + Pressure HeadWhere:

· Total Static Head = Discharge Elevation - Suction Elevation

· Total Friction Loss = Friction Loss in Pipes + Minor Losses from Fittings

· Pressure Head = Pressure in destination tank (converted to head)Units must be consistent. In the imperial system, head is measured in feet. In the metric system, it is measured in meters.

Step-by-Step Guide to Calculating TDH

Let's walk through the process of calculating TDH for a typical system.

Step 1: Determine Static Head

First, measure the vertical elevations. Identify the fluid level at the source and the discharge point. Let's say the pump is pulling from a sump 10 feet below its centerline and pumping to a tank with a water level 40 feet above it.

· Static Suction Lift = 10 feet

· Static Discharge Head = 40 feet

· Total Static Head = 40 ft - (-10 ft) = 50 feet (Note: Suction lift is often treated as positive in the final addition)

· Total Static Head = 40 ft + 10 ft = 50 feet

Step 2: Calculate Pipe Friction Loss

Using the desired flow rate and your piping details (diameter, material, length), consult a friction loss chart or use an online calculator. Let's assume you need to pump 100 gallons per minute (GPM) through 200 feet of 3-inch PVC pipe. A friction loss table might show a loss of 1.6 feet of head for every 100 feet of pipe.

· Friction Loss = (1.6 ft / 100 ft) * 200 ft = 3.2 feet

Step 3: Add Minor Losses

List all fittings in the system (e.g., four 90° elbows, one check valve, one gate valve). Using an 【equivalent length】 table, find how many extra feet of straight pipe each fitting represents. Add these lengths to your total pipe length and recalculate, or sum the individual head losses for each fitting. Let's estimate these add another 4.0 feet of head loss.

Step 4: Include Pressure Head

Is the pump discharging into a pressurized tank? If so, convert that pressure to head. For water, 1 PSI is equivalent to 2.31 feet of head. If the destination tank is open to the atmosphere, this value is zero. For our example, let's assume it's an open tank.· Pressure Head = 0 feet

Step 5: Sum All Components

Now, add everything together to find the final TDH.

· TDH = Static Head + Pipe Friction + Minor Losses + Pressure Head

· TDH = 50 ft + 3.2 ft + 4.0 ft + 0 ft

· Final TDH = 57.2 feetYour pump must be able to provide 100 GPM at a head of at least 57.2 feet.

Common TDH Calculation Mistakes

· Ignoring Friction Loss: Only calculating static head is the most frequent error, leading to an undersized pump.

· Forgetting Minor Losses: In systems with many turns, minor losses from fittings can be larger than pipe friction.

· Using Incorrect Pipe Diameter: A small change in pipe size has a large impact on friction. Always use the internal diameter for calculations.

· Confusing Static Head with TDH: TDH is the operating point on the pump curve, while static head is just the 【lift】 requirement at zero flow.

How TDH Affects Pump Selection

A pump performance curve charts the flow rate a pump can produce at a given head. To select a pump, you find your calculated TDH on the vertical axis and the desired flow rate on the horizontal axis. The intersection of these two points is your system's duty point.You must choose a pump where this duty point falls on or near its curve, ideally close to the Best Efficiency Point (BEP). Underestimating TDH will cause the pump to operate far to the right on its curve, leading to cavitation, high energy use, and a shortened pump lifespan.

Final Checklist Before Selecting a Pump

Before making a final decision, run through this checklist:

· Have you confirmed the required flow rate?

· Have you double-checked all TDH calculation components (elevations, pipe lengths, fittings)?

· Have you accounted for any future system changes that might increase head?

· Does the duty point fall within an acceptable range on the pump curve?

· Have you also checked the Net Positive Suction Head (NPSH) requirements?

Conclusion

An accurate Total Dynamic Head calculation is the foundation of a reliable and efficient pumping system. While it may seem complex, breaking it down into its core components—static head, friction loss, and pressure head—makes the process manageable. Taking the time to calculate TDH correctly prevents the costly operational problems that arise from improper pump selection. Always base your calculations on real system conditions to ensure your pump performs as expected for years to come.

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