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Condensate Pump Selection: Duty Flow Is Not Shutoff Head

3 days ago
4 min read
Illustrated condensate reservoir and rising discharge line beside the title Lift Is Only Half the Check.

A condensate pump advertised with a particular maximum lift does not deliver its maximum flow at that lift. Near shutoff head, useful discharge approaches zero. Selecting only by vertical height can therefore produce a pump that runs for long periods while the reservoir continues filling.


The correct review has two stages: establish the discharge flow at the installed head, then prove that the reservoir and controls can handle the incoming condensate. The worked example below is an original teaching model for a small centrifugal reservoir pump. It is not a performance curve for a named product and does not represent every condensate-pump technology.


1. Read the two ends of the curve correctly


Shutoff head is the head at zero discharge. A low-head capacity rating belongs to a different operating point. Neither endpoint alone establishes the installed duty. As a real illustration of that distinction, Little Giant’s VCMA-20-PRO performance table lists its 115 V version at 60 US gal/h at 10 ft of head and 42 US gal/h at 15 ft. Capacity changes materially before the listed 21 ft shutoff condition.


Always match the exact model, voltage, frequency and liquid-temperature conditions. A similar product name or a higher shutoff value is not sufficient evidence of more capacity at the project duty. Obtain a current manufacturer curve and the permitted installation envelope before approving the selection.


2. Build the head requirement at pumping flow


For the simple case of an open reservoir discharging to an atmospheric outlet above it, include the elevation difference plus discharge-line and fitting losses. Any destination pressure or relevant exit-velocity term must also be included. The US Department of Energy’s pump-selection guidance explains the need to establish system head and a system curve before selecting a pump.


Measure tubing length and actual internal diameter. Include the check valve, bends, adapters and approved termination. Evaluate friction at the flow delivered while the pump runs, not merely at the much smaller average condensate production rate. Treat a rising-then-falling route separately: start-up, retained water, air entry and siphon behavior can differ from a permanently full discharge line.


Do not credit siphon assistance unless the manufacturer permits the arrangement and its operation is demonstrated. Follow its limits on tubing size, maximum lift and termination. A pump reservoir also does not automatically replace the coil’s required condensate trap or resolve negative-pressure drainage from an air handler.


3. Worked example: solve the curve intersection


Assume cool, clean water; a fixed-speed centrifugal pump; a stable atmospheric receiving point 3.0 m above the reservoir; and negligible reservoir-level variation relative to that lift. Represent the illustrative pump by Hp = 6.0 − 0.000060q² and the complete discharge system by Hs = 3.0 + 0.000030q². Here H is metres of water and q is L/h; the coefficients therefore have units m/(L/h)².


Illustrative pump and system curves intersect at 182.6 litres per hour and 4.00 metres head. A separate reservoir calculation shows 27.0 seconds off and 21.1 seconds on for 80 litres per hour inflow and 0.60 litres of active volume.

Original teaching curves for a centrifugal reservoir pump, not manufacturer performance data. Cycling assumes steady inflow, fixed duty flow and no drainback.


Set Hp equal to Hs: 6.0 − 0.000060q² = 3.0 + 0.000030q². Rearrangement gives q² = 3.0/0.000090, so q = 182.6 L/h. Substitution gives H = 4.00 m: 3.00 m static lift plus 1.00 m flow-dependent loss. Although shutoff head is 6.00 m, the useful duty is 182.6 L/h at 4.00 m.


Suppose the coincident design condensate inflow is 80 L/h, established separately from the airside moisture balance. Nexora’s humidity-ratio condensate calculation explains that upstream estimate. The illustrative pump has more discharge capacity than that inflow at this duty, but it must run for a substantial fraction of the time. The ideal long-term run fraction is Qin/Qpump = 80/182.6 = 0.438, or 43.8%. That result must be checked against the selected product’s operating-duty limitations; it is not an automatic acceptance.


The system coefficient is an assumed teaching input, not a tubing-sizing shortcut. Real losses depend on internal diameter, length, fittings, liquid properties and flow regime. Recalculate after changing the route, and use the manufacturer’s actual curve rather than forcing it to follow this parabola.


4. The usable reservoir volume determines cycling


Assume the volume between pump-start and pump-stop levels is 0.60 L. This active volume is not the total tank volume. At 80 L/h, the inflow is 1.333 L/min. With the pump off, the reservoir takes 0.60/1.333 = 0.450 min, or 27.0 seconds, to refill through that active range.


During pumping, condensate keeps arriving. The net drawdown rate is 182.6/60 − 80/60 = 1.710 L/min. The on-time is therefore 0.60/1.710 = 0.351 min, or 21.1 seconds. One ideal cycle lasts 48.1 seconds, approximately 75 starts per hour. Compare both run fraction and starts with the product’s requirements; a capacity check alone misses this issue.


If the same operating conditions used 1.20 L of active volume, on-time and off-time would both double and starts would approximately halve. The long-term run fraction would remain 43.8%. A bigger reservoir changes cycling and temporary storage, but it cannot make a pump remove more water per hour than its available duty flow.


This model neglects start-up delay, discharge drainback, float hysteresis variation and changing inflow. Include them when relevant. If inflow meets or exceeds duty flow, the reservoir cannot draw down in steady operation. Storage may postpone overflow; it cannot restore a sustainable balance.


5. Check the failure case before signing off


The manufacturer’s VCMA-20-PRO owner’s manual includes testing of the high-level function and warns that backup protection or an alarm is needed where pump failure or leakage could cause harm. Apply the selected product’s instructions and the project’s drainage and electrical requirements rather than assuming every reservoir has an effective shutdown circuit.


  • Verify the required high-level alarm or equipment interlock with a controlled functional test.

  • Check backflow prevention, discharge retention, access for cleaning and the effect of blocked or kinked tubing.

  • Confirm liquid-temperature and condensate-chemistry compatibility, particularly for condensing combustion appliances.

  • Review the consequences of a power outage and whether independent secondary containment or drainage is required.


Have the responsible mechanical engineer and qualified installer review capacity, cycling, electrical coordination and overflow protection together. Do not bypass a high-level safety to keep cooling running. For the broader head-calculation workflow, explore Nexora’s paid Pump Head Calculator Design Suite v1.0, then verify the final duty against the selected manufacturer’s data.



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