[ V = \frac{m_{air}}{\rho_{strat}} \approx \frac{30 \text{ kg}}{0.088 \text{ kg/m}^3} \approx 340 \text{ m}^3 ]
The "Gravity Balloon" (a nickname derived from its buoyancy-based altitude control) was not a balloon in the party sense, but a operating in the stratosphere—a realm colder, drier, and more violent than most aircraft ever encounter. 2. The Physics of Floating Against Gravity To understand Loon, one must first understand the stratosphere (10 km to 50 km altitude). Below 10 km, weather dominates: wind shear, turbulence, precipitation. Above 20 km, the atmosphere is stable, with predictable zonal (east-west) wind bands. However, at 20 km, air density is only 7% of sea level. google gravity balloon
Project Loon was born from a counterintuitive question: What if the cell tower floated? Below 10 km, weather dominates: wind shear, turbulence,
1. Introduction: The 95% Problem In 2011, Google X (now X Development) proposed a radical solution to a persistent economic reality: while satellites offered global coverage but were expensive and high-latency, and cell towers offered high bandwidth but were geographically limited, nearly 95% of the world’s population lived within range of a cellular signal—yet only half were connected. The problem wasn't coverage; it was economic viability in rural and remote regions. Project Loon was born from a counterintuitive question:
Loon’s envelope used helium. To lift a 15 kg payload (electronics + batteries) plus a 15 kg envelope, the balloon required displacing ~30 kg of air. At 20 km altitude (pressure ≈ 50 hPa), the volume needed is: