Gas Line Sizing
Compressible gas fluid dynamics calculator.
Process Conditions
Piping Geometry
Design Criteria
Calculation Methods
| Fitting Type | Qty | K/fitting | Total K | |
|---|---|---|---|---|
| 0.00 | ||||
| Total K: | ||||
| Pipe | - |
| ID | - |
| Flow | - |
| Velocity | - |
| Mach Number | - |
| Choked? | - |
| Reynolds No. | - |
| Flow Regime | - |
| Darcy Friction Factor | - |
Pressure Drop Breakdown
| Straight Pipe | - |
| Fittings | - |
| Elevation | - |
| Total | - |
| Allowable ΔP | - |
| Maximum Velocity | - |
| Reference Erosional Velocity | - |
| Erosional Margin | - |
Recommended Hydraulic Size
Awaiting calculation...
| NPS | ID () | Vel () | ΔP () | Vel Check | ΔP Check | Overall |
|---|---|---|---|---|---|---|
| Awaiting calculation... | ||||||
About This Tool
What is the Gas Line Sizing?
The Gas Line Sizing Calculator is an advanced utility for process engineers designing compressible flow networks. Unlike liquid systems where density remains constant, gas density changes significantly with pressure. Properly sizing gas lines is critical to managing pressure drop, limiting velocities to prevent acoustic fatigue, and ensuring adequate mass flow delivery to downstream equipment.
This tool performs iterative compressible flow calculations, evaluating the complex interplay between pressure, temperature, compressibility (Z-factor), and frictional losses over the pipe length.
Engineering Methodology & Equations
Gas line sizing utilizes compressible flow equations. For short pipelines or low pressure drops, the general Weymouth or isothermal flow equations can be approximated. However, for rigorous design, the tool evaluates the kinetic energy changes and density variations along the pipe.
The pressure drop is evaluated using the integrated form of the mechanical energy balance for compressible fluids. Key limits checked include the Mach number ($$Ma = v / c$$). In process plants, continuous gas lines are typically limited to $$Ma < 0.2$$ to $$0.3$$ to minimize noise, vibration, and the risk of approaching choked flow ($$Ma = 1.0$$).
Industrial Applications
Proper gas line sizing is critical in scenarios such as:
- Compressor Suction/Discharge: Sizing lines to minimize pressure drop on the suction side (maximizing compressor efficiency) and managing high temperatures and velocities on the discharge side.
- Relief and Flare Headers: Ensuring that high-velocity relief events do not exceed the sonic velocity constraint ($$Ma = 1.0$$), which would choke the flow and overpressure upstream vessels.
- Utility Gas Distribution: Sizing nitrogen or fuel gas headers to guarantee sufficient supply pressure at the furthest consumer nodes.
Frequently Asked Questions
Related Engineering Tools
Input / Output Units
Specific to the active calculator.