Pressure Converter

Convert between PSI, bar, pascal, atmosphere, and other pressure units

Common Pressure Conversions

Atmosphere to Kilopascal
1 atm = 101.3 kPa
Bar to PSI
1 bar = 14.5 psi
PSI to Kilopascal
1 psi = 6.89 kPa
Torr to Pascal
1 torr = 133.3 Pa
mmHg to Pascal
1 mmHg = 133.3 Pa
inHg to Kilopascal
1 inHg = 3.39 kPa

Pressure in Real Life

Sea Level

≈ 1 atm (101.3 kPa, 14.7 psi)

Car Tire

≈ 32 psi (220 kPa, 2.2 bar)

Blood Pressure

≈ 120/80 mmHg (16/10.7 kPa)

Water Depth

10m depth ≈ +1 atm pressure

About Pressure Measurement

What is Pressure?

Pressure is defined as the force applied perpendicular to a surface per unit area. It is a fundamental physical quantity that describes how much force is distributed over a given area. The mathematical relationship is expressed as:

P = F/A

Where: P = Pressure, F = Force, A = Area

In the International System of Units (SI), pressure is measured in pascals (Pa), where 1 Pa equals 1 newton per square meter (N/m²). This fundamental relationship connects pressure to force and area, making it crucial in engineering, physics, and various scientific applications.

Common Pressure Units and Conversions

UnitSymbolDefinitionConversion to Pa
PascalPaSI base unit1 Pa
KilopascalkPa1000 pascals1000 Pa
Barbar100,000 pascals100,000 Pa
Pounds per Square InchpsiImperial unit6,894.76 Pa
AtmosphereatmStandard atmospheric pressure101,325 Pa
TorrTorr1/760 of atmosphere133.322 Pa
Millimeters of MercurymmHgMedical pressure unit133.322 Pa

Types of Pressure

Absolute Pressure

Measured relative to a perfect vacuum (zero pressure). The formula is:

Pabs = Pgauge + Patm

Where Patm is atmospheric pressure (101.325 kPa at sea level)

Gauge Pressure

Measured relative to atmospheric pressure. Most pressure gauges read gauge pressure:

Pgauge = Pabs - Patm

When gauge pressure is negative, it indicates vacuum pressure

Pressure Measurement Instruments

Manometers

U-tube manometers use liquid columns (usually mercury or water) to measure pressure differences. The pressure is calculated using the formula: P = ρgh, where ρ is fluid density, g is gravitational acceleration, and h is the height difference.

Bourdon Tube Gauges

Mechanical pressure gauges that use a curved tube that straightens under pressure, converting pressure into mechanical displacement. Commonly used in industrial applications for measuring pressures from 0.6 to 7,000 bar.

Electronic Pressure Sensors

Modern sensors using piezoelectric, capacitive, or strain gauge technologies. These provide high accuracy and can measure pressures from millipascals to gigapascals with digital output for automated systems.

Barometers

Specialized instruments for measuring atmospheric pressure. Mercury barometers use the height of a mercury column, while aneroid barometers use a sealed chamber that expands and contracts with pressure changes.

Pressure in Fluid Dynamics

In fluid mechanics, pressure plays a crucial role in understanding fluid behavior. The fundamental relationship between pressure, density, and height in a static fluid is given by:

P = P0 + ρgh

Hydrostatic pressure formula: P0 = surface pressure, ρ = fluid density, g = gravity, h = depth

This equation explains why pressure increases with depth in oceans and why blood pressure varies with body position. For every 10 meters of water depth, pressure increases by approximately 1 atmosphere.

Real-World Pressure Examples

ApplicationTypical PressureUnitsContext
Atmospheric Pressure (Sea Level)101.3kPaStandard reference pressure
Automotive Tire220kPaTypical passenger car pressure
Blood Pressure (Systolic)16kPaNormal adult systolic pressure
Scuba Diving (30m depth)400kPa4 atmospheres total pressure
Industrial Hydraulic System20,000kPaHeavy machinery operation
Jet Engine Combustion2,000,000kPaHigh-performance aircraft

Why Pressure Measurement Matters

Safety and Reliability

  • • Pressure vessel integrity monitoring
  • • Pipeline leak detection systems
  • • Aircraft cabin pressure regulation
  • • Medical device safety standards
  • • Industrial process control

Scientific Research

  • • Weather forecasting and meteorology
  • • Oceanography and deep-sea research
  • • Material science and testing
  • • Aerospace engineering
  • • Biomedical research

Pressure Conversion Chart

Quick Reference: Common pressure unit conversions for everyday use

1 atm =

101.325 kPa

14.696 psi

1.013 bar

1 bar =

100 kPa

14.504 psi

0.987 atm

1 psi =

6.895 kPa

0.069 bar

0.068 atm

1 kPa =

0.145 psi

0.01 bar

0.0099 atm

Frequently Asked Questions

How does altitude affect pressure?

Atmospheric pressure decreases with altitude following an exponential decay. At 5,500 meters (18,000 feet), pressure is about half of sea level pressure. This affects aircraft performance, breathing, and weather patterns.

What is the difference between PSI and PSIG?

PSI (pounds per square inch) can refer to absolute pressure, while PSIG (pounds per square inch gauge) specifically refers to gauge pressure. PSIG is more common in industrial applications where atmospheric pressure is the reference point.

Why do we use different pressure units?

Different industries and regions have historical preferences. PSI is common in the US, bar in Europe, pascals in scientific work, and mmHg in medical applications. Each unit is convenient for its typical pressure range and application.

Frequently Asked Questions About Pressure Conversion