SWARM — TECHNICAL FIELD GUIDE / ТЕХНИЧЕСКИЙ СПРАВОЧНИК
PHASETHE SWARM
SATELLITES—
ROUND TRIP—
← INDEX — FIG. 00 — 11,154 STARLINKS IN ORBIT, 15 OCTOBER 2026 λ = arccos(R cos ε / r) − ε

SWARM
STARLINK, ONEWEB & THE MEGA­CONSTELLATIONS

In 1997 Iridium needed 66 satellites to cover the whole Earth.

BEGIN — CHAPTER 01 →
CH.01 / 09 — THE 1990s

A triumph of engineering over common sense

Iridium: 66 satellites, six planes, 780 km.

Iridium and Globalstar went bankrupt; Teledesic never flew.

Iridium survived its bankruptcy.

CH.02 / 09 — HOW MANY IS ENOUGH

Footprints and streets of coverage

Minimum elevation sets the footprint.

Honeycomb bound and streets of coverage.

FOOTPRINT AND STREETS OF COVERAGE (POLAR ORBITS, SPHERICAL EARTH)
λ = arccos(R cos ε / (R + h)) − ε  ·  cos λ = cos c · cos(π/S)  ·  (P − 1)(λ + c) + 2c ≥ π
Simplifications stated.
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Iridium's 8.2° minimum elevation [21].

CH.03 / 09 — SHELLS, LASERS AND DRAG

Thousands of satellites for capacity, not coverage

13,015 launched, 11,154 in orbit, 9,726 operational [9].

Capacity, cells and lasers [11].

Starlink shells [10].

Low orbits clean themselves.

38 of 49 lost to a storm [12].

CH.04 / 09 — THE SPEED OF LIGHT, TWICE

Low orbit beats geostationary — and sometimes glass

GEO ≈ 477 ms round trip; Starlink 25.7 ms median [13].

Lasers beat fibre beyond ~3,000 km [14].

ONE-WAY PATHS (ROUND TRIP = 2 ×)
fibre: 1.47 · k · d / c  ·  LEO laser: (2h + (R + h)·d/R) / c  ·  GEO: (ρA + ρB) / c
Idealised paths.
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Coordinates rounded; GEO from Kepler's third law.

CH.05 / 09 — ONEWEB, AMAZON LEO, GUOWANG, QIANFAN

The rest of the race

OneWeb, Amazon Leo.

China's Guowang and Qianfan.

Counts as of 15 October 2026.

CH.06 / 09 — STREAKS AND RADIO NOISE

What astronomers see

Earth's shadow and McDowell 2020 [18].

Rubin: 30 s, 9.6 deg², magnitudes 4.5 → 7 [19][20].

SHADOW, DENSITY AND STREAKS
lit if P·ŝ > 0 or |P − (P·ŝ)ŝ| > R  ·  σ = N / 4πr²  ·  streaks ≈ σ (A + v t W)
Uniform shell, cylindrical shadow.
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Rubin midnight presets.

Radio interference [22][23].

Both problems grow with numbers.

CH.07 / 09 — TRAFFIC

A dodge almost every week, for every satellite

207,152 manoeuvres in six months [24].

More than 40 per satellite per year [24].

CH.08 / 09 — THIRTY YEARS OF SWARMS

From bankruptcy to eleven thousand satellites

Covering the Earth takes dozens; serving everyone takes thousands.

CH.09 / 09 — REFERENCES

Sources cited throughout this guide