- Pick a fluid preset, then adjust density and viscosity if needed.
- Enter the design flow rate and select its unit.
- Set an allowed velocity based on your service constraints.
- Select a schedule library to suggest a nominal pipe size.
- Fill length, fitting K, and roughness for pressure-loss checking.
- Press Calculate and review velocity and ΔP advisories.
- Export results using the CSV or PDF buttons.
Design intent for petrochemical lines
Pipe sizing in petrochemical construction balances throughput, operability, and safety. This calculator converts your flow into a minimum internal diameter using a chosen velocity, then maps that diameter to a nominal pipe size from a schedule library. For early planning, that workflow supports routing, supports spacing, nozzle orientation, and preliminary material takeoffs before detailed stress and hydraulics reviews.
Velocity targets and erosion control
Velocity is the primary sizing lever. Higher velocities reduce pipe size, but can increase vibration, noise, erosion at elbows, and static charge risks in some services. Lower velocities reduce losses, but may worsen settling, slugging, or control stability. Use the fluid preset as a starting point, then apply your project limits, line class guidance, and equipment vendor constraints.
Pressure-drop budgeting for pumps and compressors
After selecting a candidate size, the tool estimates pressure drop using Darcy–Weisbach plus minor losses. Enter realistic length and a fittings K total so the calculated ΔP reflects valves, tees, strainers, and reducers. Compare the result to your allowable ΔP budget, then adjust velocity, routing, or size to protect pump margins and maintain stable control valve authority.
Roughness, Reynolds number, and regime awareness
Roughness and Reynolds number shape the friction factor and therefore ΔP. New carbon steel typically behaves smoother than aged lines with scale or corrosion. The calculator applies a laminar rule for very low Reynolds flow and a turbulent approximation otherwise. If your Re is near transition, confirm with a detailed hydraulic model and consider temperature-driven viscosity changes.
Reporting and handover-ready documentation
Use the export buttons to capture inputs and results for design reviews, RFIs, and commissioning packages. As an example dataset: flow 120 m³/h, ρ 780 kg/m³, μ 1.5 cP, velocity limit 2.0 m/s, length 80 m, K 12, ε 0.045 mm (carbon steel new), Sch 40. The tool recommends NPS 6 with velocity about 1.79 m/s and ΔP about 26.94 kPa.
| Flow | ρ | μ | V allow | Length | K | ε | Schedule | Recommended NPS | Velocity | ΔP total |
|---|---|---|---|---|---|---|---|---|---|---|
| 120 m³/h | 780 kg/m³ | 1.5 cP | 2.0 m/s | 80 m | 12 | 0.045 mm | Sch 40 | 6 | ≈ 1.79 m/s | ≈ 26.94 kPa |
1) Which velocity should I choose for liquids?
Start with line-class guidance and pump suction limits, then target a range that avoids erosion and noise. For many clean liquids, 1–3 m/s is common, but services vary by material, solids, and temperature.
2) Why does viscosity matter if flow is fixed?
Viscosity affects Reynolds number and friction factor. Higher viscosity can increase friction losses, especially at lower Reynolds flow. That shifts ΔP even when diameter and flow are unchanged.
3) What does the schedule selection change?
Schedules change the inside diameter for the same nominal size. A thicker wall reduces ID, increasing velocity and pressure drop. Use the schedule that matches your piping spec and corrosion allowance.
4) How should I estimate the fittings K total?
Add K values for each elbow, tee, valve, reducer, and strainer using your standard references, then sum them. If you do not have counts yet, use a conservative placeholder and refine as the routing matures.
5) Is the pressure-drop result valid for gases?
It is a preliminary estimate. Gas density changes with pressure and temperature, and compressibility can matter. For critical gas lines, confirm with compressible-flow methods and verify at operating and minimum pressure cases.
6) Why might the recommended size feel larger than expected?
A conservative velocity limit, a thick-wall schedule, high fittings K, long runs, or roughness assumptions can push the tool toward larger sizes. Re-check inputs and compare against project standards before resizing.
7) What checks should follow this calculator in a real project?
Confirm hydraulic limits, NPSH, and control valve authority; validate material and corrosion allowances; run stress analysis for supports and expansion; and align with P&IDs, line lists, and vendor data sheets.
| Service | Flow | ρ (kg/m³) | μ (cP) | V allow (m/s) | Length (m) | K | Schedule | Typical NPS |
|---|---|---|---|---|---|---|---|---|
| Light hydrocarbon transfer | 120 m³/h | 780 | 1.5 | 2.0 | 80 | 12 | Sch 40 | 8 (indicative) |
| Cooling water header | 200 m³/h | 998 | 1.0 | 2.5 | 120 | 18 | Sch 40 | 10 (indicative) |
| Natural gas utility | 4.0 m³/s | 40 | 0.012 | 18.0 | 300 | 25 | Sch 80 | 16 (indicative) |
| Steam distribution | 1.2 m³/s | 3.0 | 0.015 | 25.0 | 150 | 30 | Sch 40 | 14 (indicative) |
| Seawater firewater ring | 150 m³/h | 1025 | 1.1 | 2.2 | 200 | 22 | Sch 40 | 10 (indicative) |