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Pa to psi Converter

Convert pascals to pounds per square inch from the pound-force and exact-inch relationships, plus kPa, bar, and atm context.

Published

Pounds per square inch
Pressure in psi
14.695949 psi
Pascals entered
101,325 Pa
Pounds per square inch
14.695949 psi
Kilopascals
101.325 kPa
Bar
1.01325 bar
Atmospheres
1 atm

101,325 Pa equals 14.695949 psi. One psi is about 6,894.757 Pa.

Enter pressure in pascals. Standard atmosphere is 101,325 Pa.
Pa

Results update as you type.

Pa to psi Converter

The Pa to psi converter changes pressure from pascals into pounds per square inch and shows the same input in kPa, bar, and atm. It is designed for the everyday friction between SI pressure data and equipment labeled in psi: sensors, compressors, pumps, tires, HVAC static pressure, hydraulics, and imported machinery. The page follows the calculator’s implemented factor exactly, so the examples here match what the form displays.

A pascal is the SI pressure unit equal to one newton per square meter. It is small compared with common mechanical pressures, which is why standard atmospheric pressure is 101,325 Pa and a typical car-tire pressure is hundreds of thousands of pascals. Psi expresses pounds-force over square inches. It remains common in the United States and in many mechanical trades, even when the engineering model behind the equipment uses SI units.

The calculator accepts nonnegative pascal values. It does not ask whether the pressure is gauge, absolute, or differential because that distinction is not part of the unit conversion. If a pressure starts as absolute Pa, the psi result is absolute psi. If it starts as gauge Pa, the psi result is gauge psi. For an explicit gauge-to-absolute pressure shift, use the PSIG to PSIA converter.

Formula

The form’s forward conversion is:

psi=Pa6894.757293168361\text{psi} = \frac{\text{Pa}}{6894.757293168361}

The reciprocal shown in the note comes from the same stored factor:

Pa per psi=10.000145038\text{Pa per psi} = \frac{1}{0.000145038}

The support rows are calculated from the original pascal input:

kPa=Pa1000\text{kPa} = \frac{\text{Pa}}{1000} bar=Pa100000\text{bar} = \frac{\text{Pa}}{100000} atm=Pa101325\text{atm} = \frac{\text{Pa}}{101325}

The psi factor is rounded in this converter. That means the reciprocal displayed by the calculator is about 6,894.745 Pa per psi, while high-precision references often give a slightly different value. The difference is small for typical field conversions, but it is worth noting for metrology work.

Example

Suppose a pressure specification lists 200,000 Pa. The calculator multiplies by its psi factor:

2000006894.757293168361=29.007547546041845\frac{200000}{6894.757293168361} = 29.007547546041845

The primary result is 29.007548 psi. The supporting rows are:

2000001000=200\frac{200000}{1000} = 200

so the kPa row is 200 kPa. The bar row is:

200000100000=2\frac{200000}{100000} = 2

so it displays 2 bar. The atmosphere row is:

200000101325=1.9738465334320257\frac{200000}{101325} = 1.9738465334320257

so it displays 1.973847 atm. The calculator note also says one psi is about 6,894.745 Pa, matching the reciprocal of 0.000145038.

Reference table

Pascalspsi using calculator factorkPabaratm
1 Pa0.000145 psi0.001 kPa0.00001 bar0.00001 atm
1,000 Pa0.145038 psi1 kPa0.01 bar0.009869 atm
10,000 Pa1.45038 psi10 kPa0.1 bar0.098692 atm
101,325 Pa14.695949 psi101.325 kPa1.01325 bar1 atm
200,000 Pa29.007548 psi200 kPa2 bar1.973847 atm
500,000 Pa72.519 psi500 kPa5 bar4.934616 atm

Where Pa to psi matters

Engineering software and scientific sensors often output pascals because Pa fits neatly with SI force and area. Maintenance instructions, gauges, and product labels may still use psi. A pump curve might list Pa in the model but psi at the gauge port. A tire placard outside the United States may list kPa, while a handheld tire gauge reads psi. Converting carefully helps you compare the actual pressure rather than guessing from a rough mental conversion.

Weather and building systems can involve small pressure differences. Fan static pressure, room pressurization, and duct measurements may be in pascals or inches of water, while some field tools show psi. In these small ranges, an extra zero matters. A value of 500 Pa is only 0.072519 psi, so mistaking Pa for kPa would be a thousandfold error.

For related pages, use the pressure converter when you need many units, bar to psi for the 100,000 Pa bar scale, psi to atm conversion for atmosphere comparisons, and pascal conversion for pascal-centered unit changes.

Pitfalls to avoid

  • Entering kPa values directly as Pa. A 200 kPa reading should be entered as 200,000 Pa.
  • Assuming psi is automatically gauge pressure. Look for psig, psia, or differential labels.
  • Rounding 0.000145038 to 0.00015 when a pressure limit is tight.
  • Comparing the calculator’s rounded reciprocal with a high-precision metrology value without noting the implemented factor.
  • Forgetting that bar and atm are close but not identical; 1 bar is 100,000 Pa, while 1 atm is 101,325 Pa.

Accuracy and limits

The calculator keeps the defined or cited relationship through the calculation and rounds only the displayed result. A converted number does not become more precise than the source measurement. Keep additional digits for chained calculations, then round to the precision justified by the original value; also preserve any reference basis or notation convention named with the input.

Sources

Frequently asked questions

How do you convert Pa to psi?
Multiply pascals by 0.000145038. That is the factor used by this calculator's calculation, so the worked examples match the displayed result. Because one pascal is small, ordinary psi pressures often require thousands or hundreds of thousands of pascals.
What is 101,325 Pa in psi?
Using the calculator's dimensional factor, 101,325 Pa becomes 14.69594877551345 psi and displays as 14.695949 psi.
How do I convert psi back to pascals?
Divide psi by 0.000145038, or multiply by about 6,894.745 using this calculator's reciprocal. For exact metrology, use the precision required by your reference standard. For this page, the prose and examples follow the implemented form factor.

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