PSIG към PSIA Лого
PSIG към PSIA
Ръководство 24 август 2026 г.

14.7 PSIA to PSIG - Преобразуване на налягане от PSIG в PSIA (Ръководство)

Преобразуване на налягане от PSIG в PSIA: Convert 14.7 PSIA to PSIG: 14.7 PSIA equals 0 PSIG at standard sea level. Discov... [Формули за манометрично и абсолютно налягане]

14.7 PSIA to PSIG - Преобразуване на налягане от PSIG в PSIA (Ръководство)

14.7 PSIA to PSIG: The Atmospheric Baseline & Reverse Conversion Explained

One of the most fundamental questions in physics, mechanical engineering, and pneumatics is: What is 14.7 PSIA to PSIG? Why does standard atmospheric air exert nearly $15\text{ pounds per square inch}$ of total force on every surface, yet every pressure gauge reads $0\text{ PSIG}$?

Understanding how to convert 14.7 PSIA to PSIG reveals how pressure gauges function, how vacuum systems are calibrated, and how atmospheric elevation alters mechanical instrumentation readings.


1. Quick Answer: What is 14.7 PSIA in PSIG?

At standard sea level ($P_{\text{atm}} = 14.6959\text{ psi} \approx 14.7\text{ psi}$):

$$\text{14.7 PSIA} = \mathbf{0\text{ PSIG}} \quad (0.00\text{ PSIG})$$

AI Direct Answer Box (GEO / AEO Summary)

Direct Answer: 14.7 PSIA to PSIG equals 0 PSIG at standard sea level. Formula: $\text{PSIG} = \text{PSIA} - 14.7 = 14.7 - 14.7 = 0\text{ PSIG}$. A pressure gauge reads $0\text{ PSIG}$ because it is calibrated to measure pressure relative to ambient atmospheric air ($14.696\text{ PSIA}$).

To convert any other absolute or gauge value automatically, use our free PSIG to PSIA calculator on the homepage.


2. The Reverse Pressure Conversion Formula: PSIA to PSIG

While converting PSIG to PSIA requires adding atmospheric pressure, converting PSIA to PSIG uses the reverse subtraction formula:

$$\text{PSIG} = \text{PSIA} - P_{\text{atm}}$$

Step-by-Step Calculation for 14.7 PSIA:

  1. Identify Absolute Pressure: $\text{PSIA} = 14.6959\text{ psi}$ (or $14.7\text{ psi}$)
  2. Identify Atmospheric Baseline: $P_{\text{atm}} = 14.6959\text{ psi}$
  3. Execute Subtraction: $$\text{PSIG} = 14.6959 - 14.6959 = 0.00\text{ PSIG}$$

3. Why Pressure Gauges Read 0 PSIG at 14.7 PSIA

Pressure gauges, whether analog Bourdon tubes or digital piezoresistive diaphragms, do not measure absolute molecular collisions. Instead, they measure differential pressure:

$$\Delta P = P_{\text{internal}} - P_{\text{external}}$$

  • Inside the Gauge Sensing Element: Contains the measured process fluid (e.g. compressed air, steam, refrigerant).
  • Outside the Gauge Sensing Element: Exposed to the ambient room air via an atmospheric vent port.

When an unpressurized gauge sits on a workbench at sea level, the internal tube is filled with room air at $14.7\text{ PSIA}$, and the outside of the tube is surrounded by room air at $14.7\text{ PSIA}$. Because $\Delta P = 14.7 - 14.7 = 0$, the pointer remains resting at $0\text{ PSIG}$.

For more details on gauge mechanisms, read our guide on barometer, vacuum, and gauge pressure measurement.


4. Reverse Conversion Matrix from PSIA to PSIG

Absolute Pressure ($\text{PSIA}$)Formula ($\text{PSIA} - 14.7$)Gauge Pressure ($\text{PSIG}$)Bar Absolute ($\text{bara}$)Physical Interpretation
$0.0\text{ PSIA}$$0.0 - 14.7$$-14.7\text{ PSIG}$$0.000$Perfect Absolute Vacuum
$5.0\text{ PSIA}$$5.0 - 14.7$$-9.7\text{ PSIG}$$0.345$Deep Industrial Vacuum
$10.0\text{ PSIA}$$10.0 - 14.7$$-4.7\text{ PSIG}$$0.689$Partial Vacuum
$14.7\text{ PSIA}$$14.7 - 14.7$$0.0\text{ PSIG}$$1.013$Standard Ambient Atmosphere
$20.0\text{ PSIA}$$20.0 - 14.7$$+5.3\text{ PSIG}$$1.379$Low Positive Gauge Pressure
$29.7\text{ PSIA}$$29.7 - 14.7$$+15.0\text{ PSIG}$$2.048$ASME Low-Pressure Steam Boiler
$50.0\text{ PSIA}$$50.0 - 14.7$$+35.3\text{ PSIG}$$3.447$Compressed Gas Cylinder
$64.7\text{ PSIA}$$64.7 - 14.7$$+50.0\text{ PSIG}$$4.461$Workshop Pneumatic Supply
$114.7\text{ PSIA}$$114.7 - 14.7$$+100.0\text{ PSIG}$$7.908$Main Industrial Air Header
$164.7\text{ PSIA}$$164.7 - 14.7$$+150.0\text{ PSIG}$$11.355$High-Pressure Steam Piping

5. What Happens to 14.7 PSIA at Higher Altitudes?

At elevations above sea level, atmospheric pressure is less than $14.7\text{ psi}$. Therefore, a sealed container containing exactly $14.7\text{ PSIA}$ of gas will register a positive gauge pressure when taken to higher altitudes!

$$\text{PSIG}{\text{altitude}} = 14.70\text{ PSIA} - P{\text{atm}}(\text{altitude})$$

Location / AltitudeAmbient $P_{\text{atm}}$Sealed Container ($14.7\text{ PSIA}$) Gauge Reading
Sea Level Standard ($0\text{ ft}$)$14.70\text{ psi}$$0.00\text{ PSIG}$
Atlanta, GA ($1,000\text{ ft}$)$14.17\text{ psi}$$+0.53\text{ PSIG}$
Denver, CO ($5,280\text{ ft}$)$12.23\text{ psi}$$+2.47\text{ PSIG}$
Mexico City ($7,350\text{ ft}$)$11.18\text{ psi}$$+3.52\text{ PSIG}$
Commercial Airplane Cabin ($8,000\text{ ft}$ equiv)$10.91\text{ psi}$$+3.79\text{ PSIG}$
Outer Space (Vacuum)$0.00\text{ psi}$$+14.70\text{ PSIG}$

This phenomenon explains why sealed chip bags and plastic water bottles puff up when driven up into the mountains: the external atmospheric pressure drops below the internal $14.7\text{ PSIA}$, creating positive gauge pressure.

To explore elevation adjustments in depth, read our guide on altitude atmospheric pressure PSIG PSIA calculator.


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