Pipe Continuity & Volumetric Flow Rate Calculator
Conservation of mass for incompressible fluid flow dictates that volumetric flow rate Q equals the product of cross-sectional flow area A and mean fluid velocity v: Q = A × v.
Volume of fluid passing per second (switch unit to L/min or GPM)
Internal pipe flow area in m² (A = πD²/4)
Average axial fluid speed in m/s
Step-by-Step Calculation
Conservation of mass for incompressible fluid flow dictates that volumetric flow rate Q equals the product of cross-sectional flow area A and mean fluid velocity v: Q = A × v.
Real-World Reference Values
Optimal velocity balancing pipe cost vs erosion/water hammer
Low velocity preserves Net Positive Suction Head (NPSHa)
Low-pressure-drop pneumatic distribution
20-Row Comparison Table
Volumetric Flow Rate (Q) · Cross-Sectional Pipe Area (A)
| # | Cross-Sectional Pipe Area (m²) | Volumetric Flow Rate (m³/s) | Δ % |
|---|---|---|---|
| 01 | 0.01 m²Current | 0.025 m³/s | 0.00% |
| 02 | 0.362378 m² | 0.905945 m³/s | +3523.78% |
| 03 | 0.724746 m² | 1.8119 m³/s | +7147.46% |
| 04 | 1.0871 m² | 2.7178 m³/s | +10771.13% |
| 05 | 1.4495 m² | 3.6237 m³/s | +14394.81% |
| 06 | 1.8118 m² | 4.5296 m³/s | +18018.49% |
| 07 | 2.1742 m² | 5.4355 m³/s | +21642.17% |
| 08 | 2.5366 m² | 6.3415 m³/s | +25265.85% |
| 09 | 2.899 m² | 7.2474 m³/s | +28889.53% |
| 10 | 3.2613 m² | 8.1533 m³/s | +32513.20% |
| 11 | 3.6237 m² | 9.0592 m³/s | +36136.88% |
| 12 | 3.9861 m² | 9.9651 m³/s | +39760.56% |
| 13 | 4.3484 m² | 10.8711 m³/s | +43384.24% |
| 14 | 4.7108 m² | 11.777 m³/s | +47007.92% |
| 15 | 5.0732 m² | 12.6829 m³/s | +50631.60% |
| 16 | 5.4355 m² | 13.5888 m³/s | +54255.27% |
| 17 | 5.7979 m² | 14.4947 m³/s | +57878.95% |
| 18 | 6.1603 m² | 15.4007 m³/s | +61502.63% |
| 19 | 6.5226 m² | 16.3066 m³/s | +65126.31% |
| 20 | 6.885 m² | 17.2125 m³/s | +68749.99% |
Frequently Asked Questions
Can I view flow rate Q in Liters/min (L/min) or US Gallons/min (GPM)?+
Yes. Use the inline unit dropdown on Q to switch seamlessly between m³/s, L/s, L/min, and US GPM.
What happens to velocity when pipe diameter halves?+
Because circular area scales with diameter squared (A = πD²/4), halving diameter reduces area to ¼ and quadruples fluid velocity v.
How do I convert volumetric flow rate Q to mass flow rate ṁ?+
Multiply volumetric flow rate Q (in m³/s) by fluid density ρ (in kg/m³) to get mass flow rate ṁ in kg/s.