Hot Air Balloon Lift Calc
Physics Balloon Lift Simulator
$2.99 · Designed for iPad. Not verified for macOS.
Discover the science of flight. Calculate real hot air balloon lift forces with physics-based accuracy — instantly and completely offline.
Whether you're a student, educator, aerospace enthusiast, or just curious about how hot air balloons work, Balloon Lift Calculator brings real atmospheric physics to your fingertips. Adjust parameters, watch the animated balloon respond in real time, and understand exactly what makes a balloon rise or fall.
REAL PHYSICS ENGINE
Powered by the ideal gas law and Archimedes' principle — the same science that governs real balloon flight. Air density is calculated from temperature and pressure using the atmospheric gas constant. See how every variable affects lift in real time.
LIVE ANIMATED SIMULATION
Watch a beautifully animated hot air balloon rise, hover, or fall based on your inputs. The balloon changes color to reflect its lift status, the flame glows when aloft, and a gentle oscillation brings it to life when floating.
FULL PARAMETER CONTROL
- Balloon Volume: 100 to 10,000 m³ (or cubic feet)
- Outside Air Temperature
- Inside Envelope Temperature
- Payload Weight
- Advanced: Air Pressure & Gravity override
INSTANT RESULTS
- Lift Capacity (kg or lbs)
- Net Lift (kg or lbs)
- Status: Can Lift / Borderline / Cannot Lift
- Tap any result to copy it instantly
QUICK PRESETS
- Jump straight to Small (500 m³), Medium (2,000 m³), or Large (5,000 m³) balloon configurations with a single tap.
METRIC & IMPERIAL
- Seamlessly switch between metric and imperial units at any time.
BUILT-IN REFERENCE
- Formulas, physical constants, and status thresholds — all documented inside the app for learning and verification.
100% OFFLINE
- No internet connection required. No ads. No subscriptions. No data collection. Just pure physics.
The lift generated by a balloon varies with the temperature differential, which is the difference in temperature inside the balloon compared to that of the surrounding air mass and the air pressure. The buoyant force pushes upwards on the heated air inside the envelope. The components of a hot air balloon, such as the envelope, burner, fuel tanks, gondola, and passengers, must weigh less than the lift force for the buoyant force to completely lift the hot air balloon off the ground.
The lifting force from a hot air balloon depends on the density difference between the balloon air and surrounding air, as well as the balloon volume.
Formula:
L = Palt * V / Rs * ( 1 / Tamb - 1 / Tenv )
Where:
L - is the balloon payload lift
Rs - is the specific gas constant (for dry air: 287.058) (J*kg⁻¹*K⁻¹)
Palt - is the atmospheric pressure at the operating altitude
V - is the envelope volume
Tamb - is the ambient temperature
Tenv - is the envelope temperature
Perfect for:
Physics students and teachers · Aerospace & aviation enthusiasts · Science fair projects · Curious minds of all ages · Pilots and balloon hobbyists
For educational purposes. Not intended for actual flight planning.
Thanks for your support, and do visit nitrio.com for more apps for your iOS devices.
- Optimized for the latest devices.
- Fixed minor bugs.
- Improved and redesigned the UI.
The developer, Nitrio, indicated that the app’s privacy practices may include handling of data as described below. For more information, see the developer’s privacy policy .
Data Not Collected
The developer does not collect any data from this app.
Accessibility
The developer has not yet indicated which accessibility features this app supports. Learn More
Information
- Seller
- Tan Chia Ling
- Size
- 1.9 MB
- Category
- Education
- Compatibility
Requires iOS 17.6 or later.
- iPhone
Requires iOS 17.6 or later. - iPad
Requires iPadOS 17.6 or later. - Mac
Requires macOS 14.6 or later and a Mac with Apple M1 chip or later. - Apple Vision
Requires visionOS 1.3 or later.
- iPhone
- Languages
English and 8 more
- English, French, German, Japanese, Korean, Portuguese, Simplified Chinese, Spanish, Traditional Chinese
- Age Rating
4+
- 4+
- Copyright
- © Tan Chia Ling
