← Back to subjects
0
Edexcel GCSE Astronomy (1AS0) · Early Models of the Solar System
Mini-Lesson

Early Models of the Solar System

Topic 7 is the story of how the solar system was worked out: the geocentric model of Ptolemy with its epicycles, the heliocentric model of Copernicus, the precise data of Tycho Brahe, the telescopic evidence of Galileo, and the laws of Kepler.

Geocentric (Ptolemy) E planets ride epicycles on a deferent circle Heliocentric (Copernicus) Sun at the centre; the Earth is just a planet

Work through each screen, answer the questions as you go (some are wordy, some are calculations) and collect ⭐ stars. Press Start when you're ready.

Early models · geocentric

The geocentric model

For 1400 years the standard model was Ptolemy's (c. AD 150), building on Aristotle: the Earth is fixed at the centre of the universe and everything — Moon, Sun, planets, stars — orbits it on perfect circles at constant speed.

The problem was retrograde motion. To reproduce the backwards loops, Ptolemy had each planet ride a small circle (an epicycle) whose centre travelled round a big circle (the deferent) centred near the Earth.

  • It worked — it predicted planetary positions well enough for centuries.
  • But it was complicated, and needed more and more epicycles to stay accurate.
  • It also fitted the philosophy of the time (a special, central Earth; perfect, unchanging heavens), which is why it survived so long.

Give Ptolemy credit: a model is judged on whether it predicts observations. Ptolemy's did. It was replaced because a simpler model predicted just as well — and then better.

Early models · heliocentric

Copernicus puts the Sun in the middle

In 1543 Copernicus published a heliocentric model: the Sun at the centre, the Earth just another planet, spinning daily and orbiting yearly, with the planets ordered by their orbital periods.

  • Retrograde motion needs no epicycles — it is simply what you see when the faster inner Earth overtakes an outer planet.
  • It explains why Mercury and Venus never stray far from the Sun (their orbits are inside ours).
  • It gives the planets' relative distances — something Ptolemy's model could never do.

Objections at the time were scientific, not just religious: if the Earth moves, why is no stellar parallax seen? (Answer: the stars are far more distant than anyone imagined — parallax was not detected until 1838.) And Copernicus still used circles, so his predictions were no better than Ptolemy's.

The distance trick: for an inferior planet at maximum elongation, the Sun-planet-Earth angle is 90°, so the planet's distance from the Sun in AU is simply sin(maximum elongation).

Calculate

Your turn — how far is Venus from the Sun?

1Venus reaches a maximum elongation of 46°. Using the Copernican method, distance from the Sun (in AU) = sin(46°). Calculate Venus's distance from the Sun in AU (2 decimal places).
AU
Hint: sin(46°) = 0.719. Real answer: Venus orbits at 0.72 AU.
Calculate

Your turn — and Mercury?

2Mercury reaches a maximum elongation of about 23°. Calculate its distance from the Sun in AU using distance = sin(23°). Give your answer to 2 decimal places.
AU
Hint: sin(23°) = 0.391. Mercury really does orbit at about 0.39 AU.
Quick check

What were epicycles for?

?Why did Ptolemy's geocentric model need epicycles?
Early models · Galileo

Galileo turns a telescope on the sky

From 1609 Galileo used the new telescope, and what he saw wrecked the old model:

  • The phases of Venus. Venus goes through a full set of phases — including a small full disc and a large thin crescent. In Ptolemy's model Venus stays between us and the Sun, so it could never appear full. This was the decisive evidence.
  • Four moons of Jupiter (the Galilean moons). Here were bodies plainly orbiting something other than the Earth — so the Earth was not the centre of all motion.
  • Mountains and craters on the Moon, and sunspots on the Sun — the heavens are not perfect and unchanging.
  • The Milky Way resolves into countless stars — the universe is far bigger than assumed.

Exam-precise wording: Galileo's observations disproved the Ptolemaic model. They did not, on their own, prove Copernicus — Tycho's hybrid model also survived them. It was Kepler's ellipses and Newton's gravity that finished the job.

Quick check

The killer observation

?Which of Galileo's observations could not be explained by Ptolemy's geocentric model?
Early models · Tycho & Kepler

Tycho's data and Kepler's ellipses

Tycho Brahe (1546–1601) built huge quadrants and sextants and spent decades measuring planetary positions to about 1 arcminute — the finest naked-eye data ever taken. (He never had a telescope.) He proposed his own hybrid model: the planets orbit the Sun, but the Sun orbits a stationary Earth.

Johannes Kepler inherited Tycho's observations of Mars. Circular orbits missed Tycho's positions by 8 arcminutes — and Kepler trusted the data rather than the theory. That forced him to a radical conclusion:

the orbits are ELLIPSES, with the Sun at one focusand planets speed up near the Sun and slow down far from it

The moral (and an easy 4-mark question): Tycho supplied the precise observations; Kepler supplied the mathematical analysis. Science needs both. Kepler's laws finally gave heliocentric predictions that beat Ptolemy's.

Calculate

Your turn — Kepler's third law

3Kepler's third law in solar system units is T² = r³ (T in Earth years, r in AU). Jupiter orbits at r = 5.2 AU. Calculate its orbital period T in years.
years
Hint: 5.2³ = 140.6, so T = √140.6 ≈ 11.9 years.
Sort it

Who said what?

Tap a statement, then tap the model or person it belongs to.

🌍 Geocentric (Ptolemy)

☀️ Heliocentric (Copernicus)

🔭 Galileo's evidence

Match it

Match the contribution to the astronomer

Tap a description on the left, then its matching term on the right.

Description
Term
Quick check

No parallax?

?Critics objected that if the Earth really orbited the Sun, nearby stars should shift back and forth against distant ones — yet no such shift was seen. What is the modern answer?
Quick check

Judging a model

?Ptolemy's model successfully predicted planetary positions for centuries. Why was it eventually replaced?
Early models · the ancients

Before Ptolemy: the ancient astronomers

Astronomy is older than writing. Alignments at monuments such as Stonehenge mark the solstice sunrise, showing that Neolithic people tracked the Sun's yearly cycle carefully enough to build in stone.

  • Aristotle (c. 350 BC) argued the Earth is a sphere — from the circular shadow it casts in a lunar eclipse and from the changing stars seen as you travel north or south — but placed it fixed at the centre.
  • Aristarchus (c. 270 BC) proposed a heliocentric model, some 1800 years before Copernicus, and tried to measure the relative distances of the Sun and Moon. His idea was rejected — partly because no stellar parallax could be seen.
  • Eratosthenes (c. 240 BC) measured the circumference of the Earth to within a few per cent.
  • Hipparchus (c. 130 BC) catalogued around 850 stars, invented the magnitude scale and discovered precession.

The lesson for the exam: the geocentric model won not because the Greeks were foolish, but because it fitted the observations available — and the one prediction that would have falsified it (stellar parallax) was far too small to detect.

Quick check

Ahead of his time

?Which ancient Greek astronomer proposed a Sun-centred model roughly 1800 years before Copernicus?
Recap

The big ideas to know

Geocentric (Ptolemy): Earth fixed at the centre; retrograde loops explained by epicycles riding on deferents

Heliocentric (Copernicus, 1543): Sun at the centre; retrograde motion falls out naturally as the Earth overtakes a planet

Tycho Brahe: decades of superbly accurate NAKED-EYE positional data — the raw material

Kepler: used Tycho's Mars data to prove the orbits are ELLIPSES, not circles; the three laws

Galileo: telescope evidence: phases of Venus, four moons of Jupiter, lunar craters, sunspots

The killer evidence: Venus shows a FULL set of phases — impossible in Ptolemy's model

Copernican distances: for an inferior planet, distance in AU = sin(maximum elongation)

That is Early Models of the Solar System covered for Edexcel GCSE Astronomy. Press Finish to see your score.

🏆

Mini-lesson complete!

⭐⭐⭐

You have worked through Early Models of the Solar System for Edexcel GCSE Astronomy. 🎉

Your stars: 0 / 0

Next: test yourself in the Evaluate stage Confidence Quiz, then lock it in with Verify.

📣 Smashed it? Share your score

Challenge a mate to beat your stars, or show a parent how you got on.

→ Back to all subjects