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Engineering Unit Converter

Convert between common piping and process engineering units. Select a category, enter a value, and see all conversions instantly.

Convert Pressure
All Conversions
Pa
1
kPa
0.001
MPa
0.00000100000
bar
0.0000100000
mbar
0.01
psi
0.000145038
atm
0.00000986923
mmHg
0.00750064
inH₂O
0.00401474
mH₂O
0.000101972
ftH₂O
0.000334553
inHg
0.0002953
kg/cm²
0.0000101972
Common Piping Engineering Unit Conversions

Pipe design requires working across unit systems daily. Specifications may arrive in metric (bar, m/s, kg/m3) while vendor datasheets use imperial (psi, ft/s, lb/ft3). A missed conversion in pressure drop, flow rate, or pipe diameter can cascade into incorrect sizing, over-spec'd pumps, or unsafe operating conditions.

This converter covers the units most frequently encountered in hydraulic design: pressure (including lesser-used units like inH2O and mmHg for instrument engineers), volumetric flow rate, dynamic and kinematic viscosity for fluid characterisation, and density for compressible-flow calculations.

Unit Systems

SI (International System): The global standard for engineering. Base units include metres (m), kilograms (kg), seconds (s), and Kelvin (K). Pressure in Pascals (Pa), flow in m3/s, viscosity in Pa-s.

Imperial / US Customary: Still dominant in North American industry. Pressure in psi, flow in GPM, pipe sizes in inches, temperature in Fahrenheit. ASME and API standards primarily use these units.

SimuPipe stores all values internally in SI and converts at the user interface, so you can work in whichever system you prefer without losing precision.

Worked example — 1 bar in the pressure units

One bar entered in the Pressure category, with the exact factors the converter applies (each unit is defined by its value in the SI base unit, pascals; a conversion is a direct ratio of the two stored factors, so no intermediate rounding is applied).

  1. 1 bar = 100,000 Pa by definition = 100 kPa; in psi, 100,000 / 6894.757 = 14.5038 psi (1 psi = 6,894.757 Pa, from the exact pound-force and inch).
  2. 100,000 / 101325 = 0.98692 atm (the standard atmosphere is exactly 101,325 Pa); 100,000 / 133.322 = 750.06 mmHg (conventional millimetre of mercury, 133.322 387 Pa, stored rounded to 133.322).
  3. Head units: 100,000 / 9806.65 = 10.197 m of water (conventional, 9,806.65 Pa per metre at 1,000 kg/m³ and standard gravity) and 401.5 inH₂O — the inch of water at 39.2 °F / 4 °C, 249.082 Pa (NIST also lists a "conventional" inch of water of 249.0889 Pa; the two differ by 0.003 %).

These figures are computed from the same factor table the converter uses; entering 1 bar reproduces them. The factors for the other categories are exact by definition (inch 25.4 mm, pound 0.453 592 37 kg, US gallon 3.785 411 784 L, UK gallon 4.546 09 L, cubic foot 0.028 316 846 592 m³, barrel 158.987 294 928 L) or the NIST SP 811 values where a unit is conventional.

Assumptions and limits
  • Pure scale conversions: every unit is a fixed multiple of its SI base unit, so a conversion is exact to the precision of the factor. No offsets are applied except in temperature, where °C, °F, K and °R are converted by the defining relations (K = °C + 273.15, °F = 1.8·°C + 32, °R = °F + 459.67).
  • Pressure units are converted as pressure differences: no gauge / absolute offset is added. To convert a gauge reading to absolute, add the local atmospheric pressure (101.325 kPa standard) before or after converting — the converter does not know which basis a value is on.
  • Head and column units are conventional, not physical: inH₂O and ftH₂O are the inch and foot of water at 4 °C (249.082 and 2,989.067 Pa), mH₂O uses 1,000 kg/m³ with standard gravity (9,806.65 Pa), mmHg and inHg are the conventional mercury units at 0 °C (133.322 and 3,386.389 Pa). An actual water or mercury column at another temperature differs by its density ratio (about 0.2 % for water at 20 °C).
  • Gas flow units tied to a reference state — SCFM, Nm³/h, Sm³/h, ACFM — are deliberately absent from the flow categories, because they are not pure scales: ft³/min here is a volume rate at whatever state the gas is in.
  • Dynamic viscosity (Pa·s; cP = centipoise) and kinematic viscosity (m²/s; cSt = centistokes) are separate categories; converting between them needs the fluid density (ν = μ / ρ), which is not part of a unit conversion. cP = mPa·s and cSt = mm²/s exactly.
  • The US gallon (231 in³) and the UK (imperial) gallon (4.546 09 L) differ by 20 %; GPM and lb/gal are offered in both, and the label says which. "Ton" is the US short ton (907.184 74 kg exactly); the metric tonne is listed separately as t. The slug (14.593 902 94 kg) is the US customary mass unit that makes lbf = slug·ft/s².

For flows that carry a reference condition, use the gas flow converter, which applies the ideal-gas density ratio between states instead of a scale factor.

References

Definitions and conversion factors behind this page:

  • NIST Special Publication 811 (2008). Guide for the Use of the International System of Units (SI), Appendix B: Conversion factors. nist.govthe conversion factors for every non-SI unit offered, including the conventional water and mercury columns.
  • BIPM (2019). The International System of Units (SI Brochure), 9th ed. bipm.orgthe SI base and derived units and the 2019 redefinition that makes the factors exact.
  • ISO 80000-1:2022 and ISO 80000-4:2019. Quantities and units — General; Mechanicsquantity and unit symbols and the conventions for pressure, viscosity and density.
  • ASME B36.10M-2018 and API/ASTM conventions — the customary units (psi, gpm, inches, lb/ft³) that ASME and API documents are written in.

Frequently Asked Questions

What is the difference between dynamic and kinematic viscosity?
Dynamic (absolute) viscosity measures a fluid's internal resistance to flow and has units of Pa.s or cP. Kinematic viscosity is dynamic viscosity divided by density, with units of m2/s or cSt. Kinematic viscosity is what you measure directly with a capillary viscometer. To convert: kinematic viscosity = dynamic viscosity / density.
How do I convert between gauge and absolute pressure?
Absolute pressure = gauge pressure + atmospheric pressure. At sea level, atmospheric pressure is 101.325 kPa (14.696 psi, 1.01325 bar). So 5 bar(g) = 6.01325 bar(a). Vacuum is expressed as negative gauge pressure. This converter handles both gauge and absolute units for pressure.
What is the difference between SCFM and Nm3/h for gas flow?
Both are standardised volumetric flow rates, but at different reference conditions. SCFM (Standard Cubic Feet per Minute) uses 60 degrees F (15.6 degrees C) and 14.696 psia. Nm3/h (Normal Cubic Metres per Hour) uses 0 degrees C and 101.325 kPa. Because the reference temperatures differ, 1 SCFM on the 60 degrees F basis is approximately 1.61 Nm3/h (about 1.58 on a 68 degrees F basis). Always check which standard your instruments and specifications use.
Why are there so many pressure units in engineering?
Different industries and regions adopted different units historically. Process engineering commonly uses bar or kPa, HVAC uses inches of water or Pa, US oil and gas uses psi, and vacuum systems use Torr or mbar. While SI units (Pa) are the international standard, legacy equipment, codes, and regional practices mean engineers regularly encounter and convert between multiple pressure units.
How do I convert flow rate between volumetric and mass flow?
Mass flow = volumetric flow x density. For example, 10 m3/h of water (density 998 kg/m3) is 9,980 kg/h. For gases, you must specify whether the volumetric flow is at actual (line) conditions or standard conditions, since gas density changes significantly with temperature and pressure. The Mass Flow category converts directly between mass-flow units (kg/h, lb/h, t/h); use your fluid's density to move between the volumetric and mass categories.

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