The Solar System and orbits
What you'll learn
- What is in our Solar System, including planets, moons, dwarf planets, asteroids and comets.
- Why your weight and the value of ggg are different on Earth, the Moon and other bodies.
- How ideas about the Solar System changed from Earth-centred to Sun-centred models.
- How gravity keeps objects in orbit, and why orbital speed and orbital radius are linked.
In Edexcel GCSE Physics, Astronomy is Separate Physics content, so it is mainly for students taking GCSE Physics rather than Combined Science.
Starting point: mass, weight and gravity
Before orbits make sense, you need three important ideas: mass, weight and gravitational field strength.
Mass, weight and gravitational field strength
Mass is the amount of matter in an object, measured in kilograms (kg). Weight is the force of gravity on that mass, measured in newtons (N). Gravitational field strength, ggg, tells you the weight per kilogram at a place, measured in newtons per kilogram (N/kg).
You use:
W=mgW = m gW=mgwhere WWW is weight in N, mmm is mass in kg, and ggg is gravitational field strength in N/kg.
Your mass does not change when you travel from Earth to the Moon. But your weight does change, because the Moon has a smaller gravitational field strength than Earth.
On Earth, ggg is about 9.8 N/kg. On the Moon, ggg is about 1.6 N/kg.
Why is ggg different on different bodies?
The value of ggg at the surface of a body depends mainly on:
- the mass of the body: a more massive planet or moon usually has a stronger gravitational pull
- the radius of the body: at the surface of a larger body, you may be further from its centre, which affects the strength of gravity
So the Moon has a smaller value of ggg than Earth because it has much less mass than Earth.
Weight changes, mass does not
If you go to the Moon, your mass stays the same, but your weight becomes smaller because the Moon’s gravitational field strength is smaller.
Calculating weight on the Moon
A student has a mass of 60 kg. The gravitational field strength on the Moon is 1.6 N/kg. Calculate the student’s weight on the Moon.
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Choose the weight equation because the question gives mass and gravitational field strength:
W=mgW = m gW=mg -
Substitute the values with units:
W=60 kg×1.6 N/kgW = 60 \text{ kg} \times 1.6 \text{ N/kg}W=60 kg×1.6 N/kg -
Calculate the weight:
W=96 NW = 96 \text{ N}W=96 N
Saying mass is lower on the Moon
Your weight is lower on the Moon, not your mass. Mass is measured in kg; weight is measured in N.
What is in the Solar System?
The Solar System is the collection of objects held by gravity around the Sun.
The Solar System
Our Solar System consists of the Sun, which is our star; eight planets and their natural satellites, such as Earth’s Moon; dwarf planets; asteroids; and comets.
The diagram below shows the order of the main planets and some other Solar System objects. It is not to scale, because the real distances are enormous.

The eight planets in order
From nearest to furthest from the Sun, the eight planets are:
- Mercury
- Venus
- Earth
- Mars
- Jupiter
- Saturn
- Uranus
- Neptune
Planet order mnemonic
A common mnemonic is: My Very Easy Method Just Speeds Up Naming — Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, Neptune.
Other objects in the Solar System
A natural satellite is a natural object that orbits a planet. The Moon is Earth’s natural satellite.
An artificial satellite is a human-made object placed in orbit, for example a communications satellite or a GPS satellite.
A dwarf planet is a roughly spherical object orbiting the Sun that has not cleared its orbit of other objects. Pluto is a dwarf planet, not one of the eight planets.
An asteroid is a small rocky object orbiting the Sun. Many asteroids are found in the asteroid belt between Mars and Jupiter.
A comet is an icy object that orbits the Sun, often in a very stretched-out path. When it gets close to the Sun, some ice turns into gas and dust, forming a tail.
How ideas about the Solar System changed
Long ago, many people accepted a geocentric model of the Solar System.
Geocentric and heliocentric models
A geocentric model places Earth at the centre. A heliocentric model places the Sun at the centre, with planets including Earth orbiting the Sun.
The geocentric model seemed sensible because the Sun, Moon and stars appear to move across the sky each day.
Over time, observations made the heliocentric model more convincing. For example:
- telescopes showed moons orbiting Jupiter, proving not everything orbits Earth
- observations of Venus supported the idea that Venus orbits the Sun
- the heliocentric model explained planetary motion more simply
Science changes when new evidence gives a better explanation than the old model.
Using observations to support a model
An astronomer observes four small moons moving around Jupiter. Explain why this supports the heliocentric model more than the geocentric model.
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The geocentric model says Earth is the centre of all motion, so it suggests objects should orbit Earth.
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The observation shows moons clearly orbiting Jupiter, not Earth.
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This weakens the idea that everything orbits Earth and supports a model where different objects can orbit different centres, such as planets orbiting the Sun and moons orbiting planets.
Describing orbits
An orbit is the path an object follows as it moves around another object because of gravity.
Planets orbit the Sun. Moons orbit planets. Artificial satellites can orbit Earth or other planets. Comets orbit the Sun too, but often in very long, stretched-out orbits.
Orbit
An orbit is a repeating path followed by an object moving around a more massive object due to gravitational attraction.
Most planet and moon orbits are close to circular, though not perfectly circular. Comets usually have highly elliptical orbits, meaning their paths are more oval-shaped.
Artificial satellites can have different types of orbit depending on their job. For example, some satellites orbit close to Earth and move quickly, while others are placed much further out.
Circular orbits: speed and velocity
This is the key physics idea: in a circular orbit, gravity changes the object’s velocity, even if its speed stays the same.
Speed and velocity
Speed is how fast something is moving. Velocity is speed in a particular direction, so velocity changes if either the speed or the direction changes.
In a circular orbit, the planet’s velocity is always tangent to the circle. That means it points along the path of motion. The gravitational force acts towards the centre of the orbit, for example towards the Sun.

Because gravity acts sideways to the motion, it changes the direction of the planet’s velocity. If the orbit is circular and stable, the speed can remain constant while the velocity continuously changes direction.
Gravity turns the motion
In a circular orbit, gravity provides the inward force that keeps changing the direction of motion. The object is constantly “falling around” the planet or star rather than flying off in a straight line.
Explaining unchanged speed in a circular orbit
A planet moves in a circular orbit around the Sun at constant speed. Explain why its velocity is still changing.
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Velocity includes both speed and direction, so a change in direction means a change in velocity.
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The planet’s direction changes continuously because it follows a circular path around the Sun.
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Gravity acts towards the Sun, pulling the planet inward and changing the direction of its motion, even though its speed stays constant.
Thinking no speed change means no acceleration
An object can accelerate even at constant speed if its direction is changing. In circular motion, the acceleration is towards the centre of the orbit.
Stable orbits and orbital speed
For a stable orbit, the object keeps following a regular path instead of crashing into the central body or escaping into space.
In a stable circular orbit, the orbital radius and orbital speed are linked.
- A smaller orbital radius means the object is closer to the body it orbits.
- Closer in, gravity is stronger.
- Stronger gravity can keep a faster-moving object in a tighter circular path.
So, around the same central body:
- a faster stable circular orbit has a smaller radius
- a slower stable circular orbit has a larger radius
This is qualitative only for this specification, so you do not need to calculate orbital speed from radius.
Comparing stable satellite orbits
Two satellites orbit Earth in stable circular orbits. Satellite A is closer to Earth than Satellite B. Which satellite must have the greater orbital speed?
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Satellite A has the smaller orbital radius because it is closer to Earth.
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In a smaller orbit, Earth’s gravitational pull is stronger and can turn a faster-moving satellite.
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Therefore, Satellite A must have the greater orbital speed.
Do not treat speed and radius as independent
For a stable circular orbit around the same planet or star, you cannot just choose any speed at any radius. If the orbital speed changes, the stable orbital radius must change too.
Pulling it together
The Solar System is organised by gravity. The Sun’s gravity keeps planets, dwarf planets, asteroids and comets in orbit. Planetary gravity keeps moons and artificial satellites in orbit.
The same gravitational idea also explains weight: your weight is the gravitational force on your mass. Different bodies have different gravitational field strengths, so the same person has different weights on Earth, the Moon and other planets.
In the exam
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Use the correct words: mass is in kg, weight is in N, and gravitational field strength is in N/kg.
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For planet order, remember Mercury to Neptune and do not include Pluto as a planet.
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When explaining circular orbits, say that gravity acts towards the centre and changes the direction of velocity, even if speed stays constant.
Check yourself
- Why would the same astronaut weigh less on the Moon than on Earth?
- What are the eight planets in order from the Sun?
- In a circular orbit, why can velocity change while speed stays the same?