Meters Per Second to Liters Per Minute Calculator

Enter velocity and pipe size with ease. View flow, area, units, and clear calculation steps. Download results as spreadsheet or printable report today here.

Calculator

Formula Used

The calculator changes linear velocity into volumetric flow. It first finds the flow area in square meters. Then it multiplies that area by velocity in meters per second.

Flow in m³/s = Velocity × Area × Line Count × Correction Factor

Liters per minute = Flow in m³/s × 60,000

For a round pipe by diameter:

Area = π × Diameter² ÷ 4

For a round pipe by radius:

Area = π × Radius²

For a rectangular opening:

Area = Width × Height

How to Use This Calculator

  1. Enter the measured velocity.
  2. Select the velocity unit.
  3. Choose the area method.
  4. Enter pipe diameter, radius, known area, or rectangle size.
  5. Add the number of parallel lines if needed.
  6. Use correction percent for partial flow or efficiency changes.
  7. Press Calculate.
  8. Download CSV or PDF for records.

Example Data Table

Velocity Pipe Diameter Area Flow
1.2 m/s 25 mm 0.00049087 m² 35.3429 L/min
2.0 m/s 50 mm 0.00196350 m² 235.6194 L/min
0.8 m/s 75 mm 0.00441786 m² 212.0575 L/min
1.5 m/s 100 mm 0.00785398 m² 706.8583 L/min

About This Velocity To Flow Converter

A velocity reading alone does not tell total flow. It only shows how fast liquid moves through a line. To get liters per minute, the calculator also needs the open area of the pipe, tube, nozzle, or channel. This page combines velocity and area in one step. It is useful for pumps, filters, irrigation lines, cooling loops, fountains, and test benches.

Why Area Changes The Answer

A small tube and a large pipe can have the same speed. They will not move the same volume. The wider opening carries more liquid each second. That is why diameter, radius, rectangular size, or known area must be entered carefully. A tiny unit error can create a large flow error.

Advanced Options

The form supports several geometry choices. Use diameter for normal round pipes. Use radius when that value is already known. Use known area for laboratory data or manufacturer charts. Use width and height for a rectangular channel. The line count option estimates combined output from parallel pipes. The correction factor can represent partial filling, blockage, valve loss, or measured efficiency.

Practical Uses

Technicians can compare pump output against a design target. Pool and spa users can estimate circulation through a pipe. Farmers can check irrigation delivery. Builders can review drain or supply line capacity. Teachers can demonstrate how linear speed becomes volumetric flow.

Accuracy Tips

Measure inside diameter, not outside diameter. Use the same location for velocity and area. Avoid mixing pipe nominal size with actual bore. For turbulent or uneven flow, take several velocity readings and average them. Clean strainers and filters before testing. Record temperature and fluid type when precision matters.

Reading The Result

The main answer is liters per minute. Extra outputs show liters per second, cubic meters per hour, and US gallons per minute. The step notes display converted velocity, area, and multipliers. The export buttons help save calculations for reports, maintenance logs, or repeated field checks.

Common Mistakes

Do not enter pipe label size when the bore is different. Do not use air formulas for liquids without review. Always choose the correct length unit. Save each run when comparing pumps, valves, seasonal system changes, or future service notes later too.

FAQs

Can m/s be converted directly to L/min?

Not by velocity alone. You also need pipe area. The calculator uses velocity and area together to estimate volume flow.

Which pipe size should I enter?

Enter the inside diameter when possible. Outside diameter can overstate the area and give a flow value that is too high.

What does correction factor mean?

It adjusts the result for real conditions. Use it for partial filling, blockage, valve loss, or measured efficiency differences.

Can I use this for rectangular channels?

Yes. Select the rectangular opening option. Then enter width and height with the correct units.

What is the main formula?

The main formula is flow equals velocity multiplied by area. The result is then multiplied by 60,000 to get L/min.

Does this work for air flow?

It can estimate volume flow for air. For compressed air or changing density, more engineering checks may be needed.

Why is my result very large?

Check units first. Entering millimeters as meters or using outside pipe size can greatly increase the calculated flow.

Can I save the result?

Yes. Use the CSV button for spreadsheet records. Use the PDF button after calculation for a printable report.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.