Expert Verified Pump Engineering Updated 2026

LPM to HP Calculator

Calculate pump hydraulic horsepower, brake horsepower (BHP), and power in kW or Watts instantly. Enter flow rate in LPM, select pressure in PSI, Bar, or kPa, and adjust pump efficiency for accurate motor sizing.

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FLOW (LPM) PRESSURE MOTOR POWER (HP) LPM TO HP CALCULATION
Supports PSI, Bar, kPa
Hydraulic HP and kW
Pump Efficiency %
Instant Results

LPM to HP Calculator

LPM
%
Hydraulic Horsepower (HP)
0.00 HP

Calculations are standard physical flow conversions. Real-world plumbing must account for dynamic pipe friction, pipe diameters, and fluid specific gravity.

💡 Hydraulic horsepower depends on both flow rate and pressure. Pump efficiency affects brake horsepower and actual motor requirements.

How to Use LPM to HP Calculator

Determining the mechanical power required to move a fluid through a pumping system is essential for matching the correct pump or electric motor size. Using this calculator simplifies the transition from hydraulic requirements to motor specifications. Follow these simple steps to perform your calculations:

  • 1. Enter flow rate in LPM. Input the design flow rate in liters per minute (LPM).
  • 2. Enter pressure value. Input the system pressure in the numeric field.
  • 3. Select pressure unit. Choose PSI, Bar, or kPa from the dropdown menu.
  • 4. Enter pump efficiency. Enter the manufacturer's rated pump efficiency percentage. If unknown, leave it at the default 100 percent for theoretical hydraulic horsepower.
  • 5. Press Calculate. Click the Calculate button to run the engineering equations.
  • 6. Read HP, BHP and kW results. Read the hydraulic horsepower (theoretical power), brake horsepower (actual required input power), and electric power ratings in kW or Watts.

How to Calculate LPM to HP

Calculating the horsepower required for a pump system involves two primary values: Hydraulic Horsepower (theoretical power transmitted to the fluid) and Brake Horsepower (actual power required at the pump shaft, which accounts for mechanical and hydraulic losses). Since the standard formula utilizes gallons per minute (GPM) and PSI units, flow rate in liters per minute (LPM) must first be converted. Use the formulas below for manual pump power calculations:

Step 1 — Convert LPM to GPM

GPM = LPM × 0.264172

Step 2 — Calculate Hydraulic Horsepower

HP = (GPM × Pressure) ÷ 1714

Where Pressure is in PSI. If the pressure is in Bar or kPa, convert it to PSI using the following conversion factors:

  • PSI = Bar × 14.5037738
  • PSI = kPa × 0.145037738

Step 3 — Calculate Brake Horsepower

Divide the hydraulic horsepower by the pump efficiency (expressed as a decimal) to determine the actual power input required at the pump shaft:

BHP = Hydraulic HP ÷ Efficiency

Step 4 — Calculate Power in kW

kW = BHP × 0.7457

Step-by-Step Engineering Calculation Example

Problem: Calculate the hydraulic horsepower, brake horsepower, and kilowatt rating required for a centrifugal pump operating at a flow rate of 200 LPM, a pressure of 100 PSI, and a pump efficiency of 85%.

Step 1 — Convert LPM to GPM

Convert the fluid volume flow rate to gallons per minute:

GPM = 200 × 0.264172
GPM = 52.83

Step 2 — Calculate Hydraulic HP

Calculate the power transferred to the fluid (theoretical water horsepower):

HP = (52.83 × 100) ÷ 1714
HP = 5283 ÷ 1714 = 3.08 HP

Step 3 — Calculate Brake Horsepower

Divide the hydraulic horsepower by the pump efficiency (expressed as a decimal) to determine the actual power input required at the pump shaft:

BHP = 3.08 ÷ 0.85
BHP = 3.62 HP

Step 4 — Calculate Power in kW

Convert the brake horsepower value to kilowatts:

kW = 3.62 × 0.7457
kW = 2.70 kW

Walkthrough Final Verified Results

  • Theoretical Hydraulic Power: 3.08 HP
  • Actual Shaft Power (BHP): 3.62 HP
  • Minimum Power in kW: 2.70 kW

Consequently, 200 LPM at 100 PSI with 85% efficiency requires approximately 3.62 HP or 2.70 kW of mechanical input power.

LPM to HP Chart

This reference chart outlines hydraulic horsepower and power requirements in kW for various volumetric flow rates in liters per minute (LPM). The calculations are performed assuming a grid pressure of 100 PSI and a pump efficiency of 100%. Actual motor horsepower increases when pump efficiency is below 100%.

Flow Rate (LPM) Flow Rate (GPM) Pressure (PSI) Hydraulic HP Power (kW)
25 LPM 6.60 GPM 100 PSI 0.39 HP 0.29 kW
50 LPM 13.21 GPM 100 PSI 0.77 HP 0.57 kW
75 LPM 19.81 GPM 100 PSI 1.16 HP 0.86 kW
100 LPM 26.42 GPM 100 PSI 1.54 HP 1.15 kW
150 LPM 39.63 GPM 100 PSI 2.31 HP 1.72 kW
200 LPM 52.83 GPM 100 PSI 3.08 HP 2.30 kW
300 LPM 79.25 GPM 100 PSI 4.62 HP 3.45 kW
400 LPM 105.67 GPM 100 PSI 6.17 HP 4.60 kW
500 LPM 132.09 GPM 100 PSI 7.71 HP 5.75 kW

Note: All hydraulic horsepower and power values above are rounded to two decimal places. Real-world starting and running currents depend on driver configurations, specific gravity of the fluid, and plumbing installations.

LPM to HP Calculator Frequently Asked Questions

To convert liters per minute (LPM) to hydraulic horsepower, first convert LPM to gallons per minute (GPM) by multiplying by 0.264172. Next, multiply the GPM value by the pressure in PSI, and then divide the result by 1714. If you need brake horsepower (BHP) to select a motor, divide the calculated hydraulic horsepower by the pump efficiency percentage expressed as a decimal.

Hydraulic horsepower is the theoretical power transferred directly to the fluid by a pump. It represents the minimum amount of energy needed to move a specific volume of liquid against a given system resistance or pressure. It assumes perfect conditions with zero mechanical, friction, or fluid turbulence losses inside the pump housing.

Yes, pressure directly affects horsepower. Horsepower is a measure of mechanical work done over time, and pressure represents the physical resistance the pump must overcome to move the fluid. With higher system pressure or resistance, the pump must perform more work to maintain the same flow rate, which requires a larger motor with higher horsepower capacity.

Pump efficiency determines the difference between theoretical hydraulic power and the actual mechanical power required at the pump shaft. Because no pump is perfectly efficient due to internal friction and turbulence, you must divide the hydraulic horsepower by the efficiency decimal to calculate the brake horsepower. Lower efficiency requires higher motor horsepower.

No, flow rate in LPM alone cannot determine horsepower. Horsepower is calculated based on the total work performed, which requires both the volume of fluid being moved (flow rate) and the resistance it is moved against (pressure or head). Without knowing the system pressure, it is impossible to calculate the mechanical energy required by the pump.

Hydraulic horsepower (HP) is the theoretical power added to the fluid, while brake horsepower (BHP) is the actual mechanical power required at the pump input shaft. BHP accounts for mechanical and hydraulic losses, such as friction in bearings and impellers. Consequently, BHP is always higher than hydraulic horsepower, representing the actual motor size needed.

One standard mechanical horsepower is equivalent to approximately 0.7457 kilowatts (kW). To convert horsepower to kilowatts, you multiply the horsepower value by 0.7457. Conversely, to convert kilowatts to horsepower, you divide the kilowatt value by 0.7457 or multiply it by 1.341. This standard factor is essential for sizing global electric motors.

Pumps require more motor power because of energy losses within the system. As fluid passes through the pump, energy is lost to friction in pump bearings and seals, fluid turbulence, and recirculation within the impeller casing. This makes the pump efficiency less than 100%, meaning the electric motor must deliver extra mechanical power to achieve the desired output.

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