Absolute Roughness of Drawn Tubing and Plastic Pipe
| Value | 0.0000015 m |
| Status | Measured: ± 0.000001 m (0.67 relative) |
| Source | Crane TP-410 / Moody (1944) |
| Categories | Material PropertiesEngineering & Tradefluids |
| femtometer | 1,500,000,000 fm |
| picometer | 1,500,000 pm |
| nanometer | 1,500 nm |
| micrometer | 1.5 μm |
| millimeter | 0.0015 mm |
| centimeter | 0.00015 cm |
| decimeter | 0.000015 dm |
| meter | 0.0000015 m |
| kilometer | 1.5000000e-09 km |
| inch | 0.000059055118 in |
| foot | 0.0000049212598 ft |
| yard | 0.0000016404199 yd |
| mile | 9.3205679e-10 mi |
| nautical mile | 8.0993521e-10 nmi |
| astronomical unit | 1.0026881e-17 AU |
| light-year | 1.5855013e-22 ly |
| parsec | 4.8611689e-23 pc |
Learning zone
Drawn copper, PVC, PE and glass are hydraulically smooth for most practical Reynolds numbers, with ε near 0.0015 mm. In the smooth regime the friction factor stops depending on roughness at all and follows the Prandtl or Blasius relation on Reynolds number alone — which is why the Moody chart's curves converge at the bottom left.
Do not over-claim the benefit. Because friction factor varies with the logarithm of ε/D, going from steel to copper at the same diameter typically saves only 10–20 % of straight-run friction loss, and in a real system fittings, valves and the coil or exchanger usually dominate anyway. The genuinely useful implication is different: smooth pipes hold their performance, while steel degrades with age. Also note that plastic pipe of the same nominal size often has a different inside diameter than steel — CPVC and PEX in particular have notably smaller bores than copper of the same nominal size — and that diameter change swamps the roughness advantage entirely.