Our Solar System

Lessons centre · Free

Learn space in 3D.

28 lessons in the live 3D viewer from age 5 to expert, and seven explainers you can turn and test for yourself. Pick a level and start: every lesson runs in your browser, with nothing to install and no account.

How a lesson works

  • The view moves for youEach step sets up its own scene in the 3D viewer, with the date, the view and the labels it needs, and a caption about what you are looking at.
  • Questions marked as you goAnswers are marked when you check them, and the explanation appears. Written answers are not marked.
  • Tasks in the 3D viewSome steps ask you to do something in the viewer itself, such as running the clock to the right moment and pausing it or finding a planet, and check it live while you work.
  • Saved as you goYour progress and answers are saved in the browser on that device. On a phone the lesson is a sheet at the bottom of the screen.

Pick your level

The level sets how a lesson reads, how deep it goes and what its questions ask. Each lesson gives its own ages too.

The lessons

28 lessons at seven levels. Every fact in a lesson comes from a source listed in its plan.

First steps

Ages 5 to 7 · Key stage 1 · 3 lessons

Explorers

Ages 7 to 11 · Key stage 2 · 2 lessons

Investigators

Ages 11 to 14 · Key stage 3 · 4 lessons

GCSE

Ages 14 to 16 · Key stage 4 · 5 lessons

  • Ages 14 to 16 · 30 minutes

    Satellites and orbits

    Low Earth orbit and the geostationary ring in the live satellite layer, the ISS's period and speed from its real orbital elements, and why geostationary satellites all sit 35,786 km up.

    8 steps · 6 questions · 1 task

  • Ages 14 to 16 · 30 minutes

    Orbital speed and gravity

    Why the inner planets race round the Sun while the outer ones crawl: NASA's orbital speeds, speed from 2πr ÷ T, and Kepler's third law.

    9 steps · 6 questions · 1 task

  • Ages 14 to 16 · 30 minutes

    The scale of space and light

    How long light takes to reach each planet, why a radio message to Mars takes minutes, what a light year is, and the Milky Way seen from outside.

    7 steps · 5 questions · 1 task

  • Ages 14 to 16 · 30 minutes

    Our star and the planets' energy

    Fusion in the Sun's core, the balance that keeps the Sun stable, and how sunlight thins out as 1/r² across the planets.

    8 steps · 7 questions · 1 task

  • Ages 14 to 16 · 30 minutes

    Earth's magnetic shield

    The Earth's field from the compass needle to the magnetopause: the solar wind, a storm pushing the boundary in, the tail past the Moon, the Van Allen belts and the aurora.

    9 steps · 8 questions · 1 task

A level

Ages 16 to 18 · Sixth form · 6 lessons

University

Ages 18 and over · 4 lessons

  • Ages 18 and over · 40 minutes

    Elliptical orbits and the vis-viva equation

    Mercury's perihelion and aphelion fix its ellipse, energy and angular momentum give its speed anywhere on it, and the viewer shows it racing through perihelion at true scale.

    7 steps · 6 questions · 1 task

  • Ages 18 and over · 40 minutes

    Synodic and sidereal periods

    Why new Moon to new Moon takes longer than one orbit, how 1/S = |1/P₁ − 1/P₂| gives the Moon's, Mars's and Venus's synodic periods, and why real lunations and oppositions wander round the mean.

    8 steps · 7 questions · 2 tasks

  • Ages 18 and over · 45 minutes

    Getting to Mars: Hohmann transfers and launch windows

    The minimum-energy transfer from Earth to Mars: its semi-major axis, its 259-day flight, the 2.9 and 2.6 km/s burns at each end, the 44-degree lead Mars needs at launch, and how the real, eccentric orbits move the window.

    9 steps · 8 questions · 1 task

  • Ages 18 and over · 45 minutes

    Eclipse geometry and the Saros

    Why an eclipse needs syzygy and a node, how eclipse seasons and the eclipse year follow from the Moon's regressing nodes, and why eclipses repeat after a Saros of 223 lunations, shown with real eclipses from 2009 to 2029.

    8 steps · 7 questions · 1 task

Expert

Adults · 4 lessons

  • Adults · 45 minutes

    Mercury's perihelion advance

    Mercury's perihelion turns about 575 arcseconds a century: the planets account for 532 of them and general relativity for 43, which the lesson derives from the Schwarzschild orbit equation and computes from JPL constants.

    8 steps · 7 questions · 1 task

  • Adults · 40 minutes

    The Laplace resonance

    Io, Europa and Ganymede keep n₁ − 3n₂ + 2n₃ = 0 with their Laplace angle librating about 180 degrees: the lesson checks both against NASA periods and JPL mean elements, shows why a triple conjunction is impossible, and measures how sensitive the relation is to rounding the periods.

    7 steps · 6 questions · 1 task

  • Adults · 40 minutes

    The equation of time and the analemma

    Why a sundial at Greenwich runs up to 16.5 minutes fast and 14.2 minutes slow: the eccentricity and obliquity terms of the equation of time, their sizes, the dates of the extremes in 2027, and solar noon found on the viewer's own globe.

    7 steps · 4 questions · 2 tasks

  • Adults · 45 minutes

    Perturbed satellite orbits: J2 and Sun-synchronous orbits

    Earth's equatorial bulge turns satellite orbit planes: the lesson derives the nodal rate from Kozai's theory, computes the ISS's 4.95 degrees a day of regression and the 98.19 degree inclination a Sun-synchronous orbit needs at 700 km, and checks both against real element sets from the viewer's live layer.

    7 steps · 6 questions · 1 task

Explained in 3D

Longer reads, each built from live 3D scenes you can turn and play with.

Quick answers

The questions people ask most, each answered on one page.

Kinds of worlds

Teaching a class?

Every lesson here can also be presented on the big screen, with a lesson plan and a pupil sheet to print, and at school levels the curriculum statements it supports. Set lessons to a class to follow each pupil’s progress and answers as they work.