🌊

Pressure Calculator

Calculate pressure (P = F/A)

Share Pressure Calculation
📚 Examples, Rules & Help

Quick Examples of Pressure

📐Pressure Formula

P=
F
A

Pressure is force per unit area.

🔍How to Calculate Pressure

🌊 Pressure Basics

Pressure is force distributed over area. • Pascals (Pa) • 1 Pa = 1 N/m²

🌍Real-World Applications

🏗️ Engineering
Structural design

Frequently Asked Questions

What is pressure?
Pressure is force applied perpendicular to a surface divided by the area (P = F/A). It measures how concentrated a force is. The same force applied to a smaller area creates higher pressure, like a nail vs. a board.
What are common pressure units?
Pa (Pascal) = 1 N/m²; kPa = 1000 Pa; bar = 100,000 Pa; atm (atmosphere) = 101,325 Pa; psi (pounds per square inch) = 6,895 Pa. Atmospheric pressure at sea level is 1 atm or 101.325 kPa.
Why do sharp objects penetrate easily?
Sharp objects concentrate force on a tiny area, creating extremely high pressure. A knife edge might have 1000× higher pressure than your finger applying the same force, allowing it to cut through materials.
What is atmospheric pressure?
The weight of Earth's atmosphere pushing down creates pressure at sea level of about 101,325 Pa (1 atm). This equals roughly 10 tons per square meter, but we don't feel it because air pressure inside our bodies balances it.
How does water pressure change with depth?
Water pressure increases by about 1 atm (101,325 Pa) for every 10 meters of depth. At 10m deep, pressure is 2 atm (1 atm air + 1 atm water). This is why submarines need strong hulls and divers must decompress.
What's the difference between absolute and gauge pressure?
Absolute pressure includes atmospheric pressure. Gauge pressure measures above atmospheric pressure (what tire gauges show). A tire at 30 psi gauge is actually 44.7 psi absolute (30 + 14.7 atmospheric).

🎯Common Use Cases

🏗️ Engineering

  • Building design
  • Material stress

💡Calculator Tips & Best Practices

💡Smaller Area
Smaller area means higher pressure for same force.

📚 References & Further Reading

Pressure fundamentals and fluid mechanics
External Link
Pressure concepts with atmospheric and fluid pressure
External Link
Note: These references provide additional Physicsematical context and verification of the formulas used in this calculator.