This tool calculates the pressure loss in a steam pipe of a certain diameter and the pressure at the end of the line . It is used to check whether an existing line can feed a new consumer or to see the effect of capacity increase.
Formula (Darcy-Weisbach)
1 / √f ≈ Swamee-Jain: f = 0.25 / [log₁₀(ε / 3.7d + 5.74 / Re^0.9)]²
The Reynolds number is calculated by Re = ρ·v·d / μ, steam viscosity μ by IAPWS-2008. The default pipe roughness is ε = 0.05 mm (new steel pipe).
Example
If 5,000 kg/h of steam is transported 100 m at a pressure of 10 bar(g) in a DN100 (DIN 2448) pipe, the pressure loss is 33.5 kPa (0.335 bar) and the steam velocity is 27.3 m/s. When 6 90° elbows and 2 gate valves are added to the line, the loss increases to 47.0 kPa; this is equivalent to approximately 140 m of straight pipe.
Pipe inner diameters are taken from the tables of DIN 2448 / EN 10220 seamless steel pipe and ASME B36.10 Schedule 40/80. Vapor properties are calculated by IAPWS-IF97, viscosity by IAPWS-2008; the coefficient of friction is found by the Swamee-Jain formula, which is the open solution of Colebrook’s equation.
If you want, you can have the appropriate diameter selected automatically. To evaluate your steam system as a whole, you can take a look at our steam boiler guide and get a free quote for your project.
