Pressure Converter

Pressure — from pascals and psi to atmospheres and torr

Understand pressure in weather, hydraulics, aviation, vacuum systems, and medicine. Convert confidently across Pa, kPa, bar, psi, atm, mmHg, inHg, and more.

Converter Scope
This tool converts between 70+ pressure units spanning 20+ orders of magnitude—from ultra-high vacuum (10⁻¹² Pa) to diamond anvil cells (100 GPa). Covers SI units (Pa, kPa, bar), imperial (psi, psf), atmospheric (atm), manometric (mmHg, inHg, torr), water column (cmH₂O, mH₂O), and scientific units. Handles both gauge and absolute pressure scales for engineering, meteorology, aviation, medicine, and vacuum technology.

Foundations of Pressure

Pressure (p)
Force per unit area. SI unit: pascal (Pa). 1 Pa = 1 N/m².

Hydrostatics

Fluid columns create pressure proportional to depth and density.

  • p = ρ g h
  • Water: ~9.81 kPa per meter
  • 1 bar ≈ 10 m of water head

Atmospheric pressure

Weather uses hPa (same as mbar). Sea-level standard is 1013.25 hPa.

  • 1 atm = 101.325 kPa
  • Low pressure → storms
  • High pressure → fair weather

Gauge vs absolute

Gauge pressure (suffix 'g') measures relative to ambient. Absolute pressure (suffix 'a') measures relative to vacuum.

  • Absolute = Gauge + Atmospheric
  • At sea level: add ~101.325 kPa (14.7 psi)
  • Altitude changes atmospheric baseline
Quick Takeaways
  • Use kPa/hPa for weather, bar for engineering, psi for tires
  • Specify gauge vs absolute to avoid big mistakes
  • Convert via pascals (Pa) for clarity

Memory Aids

Quick Mental Math

bar ↔ kPa

1 bar = 100 kPa exactly. Just move decimal 2 places.

psi ↔ kPa

1 psi ≈ 7 kPa. Multiply by 7 for rough estimate.

atm ↔ kPa

1 atm ≈ 100 kPa. Standard atmosphere is close to 1 bar.

mmHg ↔ Pa

760 mmHg = 1 atm ≈ 101 kPa. Each mmHg ≈ 133 Pa.

inHg ↔ hPa

29.92 inHg = 1013 hPa (standard). 1 inHg ≈ 34 hPa.

Water head

1 meter H₂O ≈ 10 kPa. Useful for hydraulic head calculations.

Visual Pressure References

ScenarioPressureVisual Reference
Sea Level1013 hPa (1 atm)Your baseline - standard atmospheric pressure
Car Tire32 psi (2.2 bar)About 2× atmospheric pressure
Mountain Top (3 km)~700 hPa30% less air pressure than sea level
Strong Storm950 hPa6% below normal - brings bad weather
Scuba Tank (Full)200 bar200× atmospheric - massive compression
Vacuum Chamber10⁻⁶ PaOne trillionth of atmosphere - nearly perfect vacuum
Deep Ocean (10 km)1000 bar1000× atmospheric - crushing depths
Pressure Washer2000 psi (138 bar)140× atmospheric - industrial power

Common Pitfalls

  • Gauge vs Absolute Confusion
    Fix: Always specify 'g' or 'a' (e.g., barg/bara, kPag/kPaa). Gauge = Absolute − Atmospheric.
  • Mixing hPa and Pa
    Fix: 1 hPa = 100 Pa, not 1 Pa. Hectopascal means 100 pascals.
  • Assuming mmHg ≡ Torr
    Fix: Close but not identical: 1 torr = 1/760 atm exactly; 1 mmHg ≈ 133.322 Pa (temperature dependent).
  • Ignoring Altitude
    Fix: Atmospheric pressure drops ~12% per km. Gauge conversions need local atmospheric pressure.
  • Water Head Without Density
    Fix: Pressure = ρgh. Pure water at 4°C ≠ seawater ≠ hot water. Density matters!
  • Using Wrong Vacuum Gauge Range
    Fix: Pirani works 10⁵–10⁻¹ Pa, Ion gauge 10⁻²–10⁻⁹ Pa. Using outside range gives false readings.

Quick Reference

Gauge ↔ absolute

Absolute = Gauge + Atmospheric

At sea level: add 101.325 kPa or 14.696 psi

  • Adjust baseline for altitude
  • Always document which scale

Head of water

Water head to pressure

  • 1 mH₂O ≈ 9.80665 kPa
  • 10 mH₂O ≈ ~1 bar

Weather conversions

Altimeter settings

  • 1013 hPa = 29.92 inHg
  • 1 inHg ≈ 33.8639 hPa

Altimetry Primer

QNH • QFE • QNE

Know your reference

  • QNH: Sea‑level pressure (sets altimeter to field elevation)
  • QFE: Field pressure (altimeter reads 0 at the field)
  • QNE: Standard 1013.25 hPa / 29.92 inHg (flight levels)

Pressure–altitude quick math

Rules of thumb

  • ±1 inHg ≈ ∓1,000 ft indicated
  • ±1 hPa ≈ ∓27 ft indicated
  • Cold/Hot air: density errors affect true altitude

Vacuum Instrumentation

Pirani/thermal

Measures thermal conductivity of gas

  • Range: ~10⁵ → 10⁻¹ Pa (approx)
  • Gas‑dependent; calibrate for gas type
  • Great for rough to low vacuum

Ion/cold‑cathode

Ionization current vs pressure

  • Range: ~10⁻² → 10⁻⁹ Pa
  • Sensitive to contamination and gas species
  • Use with isolation to protect at high pressure

Capacitance manometer

Absolute diaphragm deflection

  • High accuracy; gas‑independent
  • Ranges span ~10⁻¹ → 10⁵ Pa
  • Ideal for process control

Common Mistakes to Avoid

  • Mixing gauge/absolute scales (barg/bara, kPag/kPaa) when specifying equipment
  • Assuming mmHg ≡ torr under all conditions (slight definition differences)
  • Confusing hPa with Pa (1 hPa = 100 Pa, not 1 Pa)
  • Ignoring altitude when converting gauge ↔ absolute
  • Using water‑head conversions without correcting for fluid density/temperature
  • Using a vacuum gauge outside its accurate range

Where Each Unit Fits

Aviation & altimetry

Altimeters use inHg or hPa set to local QNH; pressure affects indicated altitude.

  • 29.92 inHg = 1013 hPa standard
  • High/low pressure shifts indicated altitude

Medicine

Blood pressure uses mmHg; respiratory and CPAP use cmH₂O.

  • Typical BP 120/80 mmHg
  • 5–20 cmH₂O for CPAP

Engineering & hydraulics

Process equipment and hydraulics often use bar, MPa, or psi.

  • Hydraulic lines: tens to hundreds of bar
  • Pressure vessels rated in bar/psi

Weather & climate

Weather maps show sea-level pressure in hPa or mbar.

  • Strong lows < 990 hPa
  • Strong highs > 1030 hPa

Vacuum & cleanrooms

Vacuum tech uses torr or Pa across rough, high, and ultra-high vacuum.

  • Rough vacuum: ~10³–10⁵ Pa
  • UHV: < 10⁻⁶ Pa

Pressure Comparison Across Applications

ApplicationPabarpsiatm
Perfect vacuum0000
Ultra-high vacuum10⁻⁷10⁻¹²1.5×10⁻¹¹10⁻¹²
High vacuum (SEM)10⁻²10⁻⁷1.5×10⁻⁶10⁻⁷
Low vacuum (roughing)10³0.010.150.01
Sea level atmosphere101,3251.0114.71
Car tire (typical)220,0002.2322.2
Bicycle tire (road)620,0006.2906.1
Pressure washer13.8 MPa1382,000136
Scuba tank (full)20 MPa2002,900197
Hydraulic press70 MPa70010,000691
Deep ocean (11 km)110 MPa1,10016,0001,086
Diamond anvil cell100 GPa10⁶15×10⁶10⁶

Vacuum and Pressure Ranges

RangeApprox. PaExamples
Atmospheric~101 kPaSea level air
High pressure (industrial)> 1 MPaHydraulics, vessels
Rough vacuum10³–10⁵ PaPumps, degassing
High vacuum10⁻¹–10⁻³ PaSEM, deposition
Ultra‑high vacuum< 10⁻⁶ PaSurface science

How Conversions Work

Base‑unit method
Convert to pascals (Pa), then from Pa to the target. Quick factors: 1 bar = 100 kPa; 1 psi ≈ 6.89476 kPa; 1 atm = 101.325 kPa; 1 mmHg ≈ 133.322 Pa.
  • kPa × 1000 → Pa; Pa ÷ 1000 → kPa
  • bar × 100,000 → Pa; Pa ÷ 100,000 → bar
  • psi × 6.89476 → kPa; kPa ÷ 6.89476 → psi
  • mmHg × 133.322 → Pa; inHg × 3,386.39 → Pa

Common Conversions

FromToFactorExample
barkPa× 1002 bar = 200 kPa
psikPa× 6.8947630 psi ≈ 206.8 kPa
atmkPa× 101.3251 atm = 101.325 kPa
mmHgkPa× 0.133322760 mmHg ≈ 101.325 kPa
inHghPa× 33.863929.92 inHg ≈ 1013 hPa
cmH₂OPa× 98.066510 cmH₂O ≈ 981 Pa

Quick Examples

32 psi → bar≈ 2.206 bar
1013 hPa → inHg≈ 29.92 inHg
750 mmHg → kPa≈ 99.99 kPa
5 mH₂O → kPa≈ 49.0 kPa

Everyday Benchmarks

ThingTypical pressureNotes
Sea-level atmosphere1013 hPaStandard day
Strong high> 1030 hPaFair weather
Strong low< 990 hPaStorms
Car tire30–35 psi~2–2.4 bar
Pressure washer1,500–3,000 psiConsumer models
Scuba tank200–300 barFill pressure

Amazing Pressure Facts

hPa vs mbar Mystery

1 hPa = 1 mbar exactly — they're the same! Meteorology switched from mbar to hPa for SI consistency, but they're numerically identical.

Why mmHg in Medicine?

Mercury manometers were the gold standard for over 300 years. Despite being phased out due to toxicity, blood pressure is still measured in mmHg worldwide!

Altitude Halving Rule

Atmospheric pressure halves roughly every 5.5 km (18,000 ft) elevation. At Mount Everest's summit (8.8 km), pressure is only 1/3 of sea level!

Deep Sea Crushing Force

At the Mariana Trench (11 km deep), pressure reaches 1,100 bar — enough to crush a human instantly. That's like having 1,100 kg sitting on every square centimeter!

Space Vacuum

Outer space has a pressure of ~10⁻¹⁷ Pa — that's 100 million trillion times less than Earth's atmosphere. Your blood would literally boil (at body temperature)!

Tire Pressure Paradox

A car tire at 32 psi is actually experiencing 46.7 psi absolute (32 + 14.7 atmospheric). We measure gauge pressure because it's the 'extra' pressure doing the work!

Pascal's Humble Namesake

The pascal (Pa) is named after Blaise Pascal, who proved atmospheric pressure exists by carrying a barometer up a mountain in 1648. He was only 25 years old!

Pressure Cooker Magic

At 1 bar (15 psi) above atmospheric, water boils at 121°C instead of 100°C. This cuts cooking time by 70% — pressure literally speeds up chemistry!

Records & Extremes

RecordPressureNotes
Highest sea-level pressure> 1080 hPaSiberian highs (historical)
Lowest sea-level pressure~870–880 hPaStrong tropical cyclones
Deep ocean (~11 km)~1,100 barMariana Trench

Historical Evolution of Pressure Measurement

1643

Birth of the Barometer

Evangelista Torricelli invents the mercury barometer while studying why water pumps couldn't lift water beyond 10 meters. Creates the first artificial vacuum and establishes mmHg as the first pressure unit.

Proved that air has weight and pressure, revolutionizing our understanding of the atmosphere. The torr unit (1/760 atm) is named in his honor.

1648

Pascal's Mountain Experiment

Blaise Pascal (age 25) has his brother-in-law carry a barometer up Puy de Dôme mountain, proving atmospheric pressure decreases with altitude. Mercury dropped from 760mm to 660mm at the summit.

Established the relationship between altitude and pressure, fundamental to aviation and meteorology. The pascal (Pa) unit honors his work.

1662

Boyle's Law Discovery

Robert Boyle discovers the inverse relationship between pressure and volume (PV = constant) using improved vacuum pumps and J-tube apparatus.

Foundation of gas laws and thermodynamics. Enabled scientific study of pressure-volume relationships in confined gases.

1849

Bourdon Tube Invention

Eugène Bourdon patents the Bourdon tube gauge—a curved metal tube that straightens under pressure. Simple, robust, and accurate.

Replaced fragile mercury manometers in industrial applications. Still the most common mechanical pressure gauge design 175 years later.

1913

Bar Standardization

The bar is officially defined as 10⁶ dyne/cm² (exactly 100 kPa), chosen to be close to atmospheric pressure for convenience.

Became the standard engineering unit across Europe. 1 bar ≈ 1 atmosphere made mental math easy for engineers.

1971

Pascal as SI Unit

The pascal (Pa = N/m²) is adopted as the official SI unit for pressure, replacing bar in scientific contexts.

Unified pressure measurement with Newton's force unit. However, bar remains dominant in engineering due to convenient scale.

1980s–1990s

Meteorology's SI Transition

Weather services worldwide switch from millibar (mbar) to hectopascal (hPa). Since 1 mbar = 1 hPa exactly, all historical data remained valid.

Painless transition to SI units. Most weather maps now show hPa, though some aviation still uses mbar or inHg.

2000s

MEMS Pressure Revolution

Micro-electromechanical systems (MEMS) enable tiny, cheap, accurate pressure sensors. Found in smartphones (barometer), cars (tire pressure), and wearables.

Democratized pressure measurement. Your smartphone can measure altitude changes of just 1 meter using atmospheric pressure.

Tips

  • Always specify gauge (g) or absolute (a)
  • Use hPa for weather, kPa or bar for engineering, psi for tires
  • Water head: ~9.81 kPa per meter; helpful for rough checks
  • Scientific notation auto: Values < 1 µPa or > 1 GPa display as scientific notation for readability

Units Catalog

Metric (SI)

UnitSymbolPascalsNotes
barbar100,000100 kPa; convenient engineering unit.
kilopascalkPa1,0001,000 Pa; engineering scale.
megapascalMPa1,000,0001,000 kPa; high-pressure systems.
millibarmbar100Millibar; legacy meteorology (1 mbar = 1 hPa).
pascalPa1SI base unit (N/m²).
gigapascalGPa1.000e+91,000 MPa; material stresses.
hectopascalhPa100Hectopascal; same as mbar; used in weather.

Imperial / US

UnitSymbolPascalsNotes
pound per square inchpsi6,894.76Pounds per square inch; tires, hydraulics (can be gauge or absolute).
kilopound per square inchksi6,894,7601,000 psi; material and structural specs.
pound per square footpsf47.8803Pounds per square foot; building loads.

Atmosphere

UnitSymbolPascalsNotes
atmosphere (standard)atm101,325Standard atmosphere = 101.325 kPa.
atmosphere (technical)at98,066.5Technical atmosphere ≈ 98.0665 kPa.

Mercury Column

UnitSymbolPascalsNotes
inch of mercuryinHg3,386.39Inch of mercury; aviation and weather.
millimeter of mercurymmHg133.322Millimeter of mercury; medicine and vacuum.
torrTorr133.3221/760 of atm ≈ 133.322 Pa.
centimeter of mercurycmHg1,333.22Centimeter of mercury; less common.

Water Column

UnitSymbolPascalsNotes
centimeter of watercmH₂O98.0665Centimeter of water head; respiratory/CPAP.
foot of waterftH₂O2,989.07Foot of water head.
inch of waterinH₂O249.089Inch of water head; ventilation and HVAC.
meter of watermH₂O9,806.65Meter of water head; hydraulics.
millimeter of watermmH₂O9.80665Millimeter of water head.

Scientific / CGS

UnitSymbolPascalsNotes
baryeBa0.1Barye; 0.1 Pa (CGS).
dyne per square centimeterdyn/cm²0.1Dyne per cm²; 0.1 Pa (CGS).
kilogram-force per square centimeterkgf/cm²98,066.5Kilogram-force per cm² (non-SI).
kilogram-force per square meterkgf/m²9.80665Kilogram-force per m² (non-SI).
kilogram-force per square millimeterkgf/mm²9,806,650Kilogram-force per mm² (non-SI).
kilonewton per square meterkN/m²1,000Kilonewton per m²; equals kPa.
meganewton per square meterMN/m²1,000,000Meganewton per m²; equals MPa.
newton per square meterN/m²1Newton per m²; equals Pa (redundant form).
newton per square millimeterN/mm²1,000,000Newton per mm²; equals MPa.
tonne-force per square centimetertf/cm²98,066,500Tonne-force per cm² (non-SI).
tonne-force per square metertf/m²9,806.65Tonne-force per m² (non-SI).

Frequently Asked Questions

When should I use absolute vs gauge?

Use absolute for thermodynamics/vacuum; gauge for practical equipment ratings. Always label units with 'a' or 'g' suffix (e.g., bara vs barg, kPaa vs kPag).

Why do pilots use inHg?

Legacy altimetry scales in inches of mercury; many countries use hPa (QNH).

What is torr?

1 torr is exactly 1/760 of a standard atmosphere (≈133.322 Pa). Common in vacuum technology.

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