P1.11

The Solar System

Indicative relationship: Activate 1 · Physics Chapters 1 and 4
KS3 science lesson

The Solar System

Lesson focus: The is held by while orbital motion continually changes direction.

Learning objective

Order the and explain using inward and tangential velocity.

Build on earlier learning

Balanced and unbalanced forces

Apply inward resultant force to continuous circular/elliptical motion.

You will be successful when you can…

  • Name Solar System components.
  • Order eight planets.
  • Draw inward gravity and tangent velocity.
  • Explain continuous orbital curvature.
KEY VOCABULARY

Words that carry the science

Solar System
Sun and objects gravitationally bound to it.
orbit
Curved path under gravitational attraction.
tangent
Straight direction touching a curve at one point.
gravity
Attractive interaction between masses.
scale model
Representation using a stated size or distance ratio.
BUILD YOUR UNDERSTANDING

Combine inward gravity with sideways motion

01The family

Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus and Neptune the Sun; dwarf planets, moons, asteroids and comets also belong.

02Why the path curves

points inward toward the Sun and changes velocity direction. Tangential motion carries the planet onward.

Imagine swinging a ball on a string. The string pulls the ball inwards, and the ball keeps moving sideways, so it goes round in a circle. For a planet, the Sun’s is the string: it pulls the planet towards the Sun, while the planet keeps moving sideways. Together these make the curved path called an .

03Scale carefully

Planet sizes and orbital distances need different classroom scales. Diagrams are usually not to scale.

A planet on a curved orbit has a velocity arrow tangent to the path and a gravitational-force arrow directed inward toward the Sun.gravitytangent velocitynot to scale
Figure · Gravity continually changes velocity direction. There is no outward force balancing gravity in this orbit diagram; the planet is continually falling around the Sun.
Animation

Orbits in the Solar System

All eight planets orbit the Sun. The further a planet is from the Sun, the longer its year.

0.0 Earth yearsspacing not to scale

Controls

1.00 years per second
Planet
Earth: one orbit1.00 Earth years
Distance from the Sun1 AU (1 AU = Earth to Sun, 150 million km)
Orbits completed0.0
The time for one orbit increases with distance from the Sun, and faster than in proportion.048121620242832020406080100120140160180EarthDistance from the Sun / AUTime for one orbit / Earth years
WORKED EXAMPLE

Predict without gravity

Imagine the Sun’s gravity vanished instantaneously.

  1. Planet already has tangential velocity.
  2. Without force, velocity would not curve.
  3. It would continue approximately in a straight line.
  4. Therefore gravity is what continually bends the actual path.

How to make the reasoning visible: Orbit is falling around, not hovering in balance.

LEARN BY DOING

Solar System order

Use order and broad type, not memorised drawing sizes.

PositionPlanetBroad typeEvidence note
1MercuryRockyClosest planet
3EarthRockyOne Moon
5JupiterGas giantLargest planet
8NeptuneIce giantMost distant major planet
  1. Name planets between Earth and Jupiter.

  2. Why is a single scale difficult?

  3. Use the table. Name the largest planet and say what type it is.

RETRIEVE · APPLY · CHECK

Check your understanding

Answer from memory, then check against the suggested answer.

What is Solar System?

What is orbit?

What is tangent?

What is at the centre of the Solar System?

Which force keeps the planets in orbit?

Apply the idea

Why does Earth not fall straight into the Sun?

Stretch and challenge

Would zero resultant allow a circular orbit?

Why do planets further from the Sun take longer to complete one orbit?

Exam Question Practice

P1.11Explain4 marks

Exam Question Practice

Mark points shown after marking

A planet moves in an orbit (a curved path) around the Sun. Answer the parts to explain the role of gravity.

(a)

What does the Sun’s gravity do to the planet?

(1)
(b)

Which way does gravity pull the planet?

(1)
(c)

Which way is the planet already moving?

(1)
(d)

What do the pull and the sideways movement make together?

(1)

Total for this question: 4 marks

Command word: Think of the ball on a string in section 02.

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