Earth & the Solar System
Earth and Solar System - CIE IGCSE Physics
6.1.1 The Earth
Core Concepts
The Earth rotates on its tilted axis once every approximately 24 hours, causing:
- Apparent daily motion of the Sun (sunrise to sunset)
- Cycle of day and night
The Earth orbits the Sun once every approximately 365 days (one year), causing:
- The periodic nature of seasons
- Different hemispheres receiving different amounts of sunlight throughout the year
The Moon orbits the Earth once every approximately one month, causing:
- Cycle of Moon phases (new moon to full moon and back)
- Spring and neap tides
Supplement: Orbital Speed
• v = average orbital speed (m/s)
• r = average radius of orbit (m)
• T = orbital period (s)
• π ≈ 3.14159
Example: Earth's Orbital Speed
Calculate Earth's average orbital speed around the Sun.
Orbital radius = 1.5 × 10¹¹ m
Orbital period = 365 days = 3.15 × 10⁷ s
v = 2πr / T
v = 2 × 3.14 × (1.5 × 10¹¹) / (3.15 × 10⁷)
v = 9.42 × 10¹¹ / 3.15 × 10⁷ = 29,900 m/s
Answer: Earth orbits at approximately 30 km/s
6.1.2 The Solar System
Core: Solar System Composition
- One star: The Sun
- Eight planets: Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, Neptune
- Minor planets: Dwarf planets (Pluto) and asteroids
- Moons: Natural satellites orbiting planets
- Smaller bodies: Comets and natural satellites
Mercury → Venus → Earth → Mars → Jupiter → Saturn → Uranus → Neptune
Core: Planetary Characteristics
- Inner Planets (Rocky): Mercury, Venus, Earth, Mars - small, dense, rocky surfaces
- Outer Planets (Gas Giants): Jupiter, Saturn, Uranus, Neptune - large, low density, gaseous
- At surface depends on planet's mass
- Decreases as distance from planet increases
Example: Light Travel Time
Calculate how long sunlight takes to reach Earth.
Earth-Sun distance = 1.5 × 10¹¹ m
Speed of light = 3 × 10⁸ m/s
Time = Distance / Speed
Time = 1.5 × 10¹¹ / 3 × 10⁸
Time = 500 seconds = 8 minutes 20 seconds
Answer: Sunlight takes about 8 minutes to reach Earth
Core: Orbital Mechanics
- Sun contains most of Solar System's mass (99.8%)
- Gravitational attraction keeps planets in orbit
Supplement: Advanced Concepts
- Planets, minor planets, and comets have elliptical orbits
- Sun is not at center (except in circular orbits)
- Objects travel faster when closer to Sun
- Sun's gravitational field strength decreases with distance
- Orbital speeds of planets decrease with distance from Sun
Supplement: Solar System Formation
Cloud of gas and dust containing many elements
Gravity causes cloud to collapse and rotate, forming accretion disc
• Inner region: Rocky planets form (high temperatures vaporize gases)
• Outer region: Gas giants form (cool enough to capture gases)
Data Analysis Skills
- Analyze planetary data tables
- Interpret relationships between orbital distance and period
- Understand density and surface temperature patterns
- Calculate gravitational field strengths
Data Interpretation Example
Observation: Mercury orbits in 88 days, Neptune in 165 years
Pattern: Orbital period increases with distance from Sun
Reason: Weaker gravity and longer orbital paths farther from Sun
Key Relationships Summary
Light Travel Time: t = d/c
Gravitational Field: Decreases with distance
Orbital Period: Increases with distance from Sun
Exam Focus Points
- Earth's rotation causes day/night cycle
- Earth's orbit around Sun causes seasons
- Moon's orbit causes phases
- Planet order and characteristics
- Orbital speed calculation
- Confusing rotation (day/night) with revolution (seasons)
- Forgetting units in orbital speed calculations
- Mixing up inner and outer planet properties
Why the Moon shows the same face to Earth
How to read the animation
- The Moon (small grey circle) revolves around Earth along the dashed orbit.
- The small dark mark on the Moon is a fixed feature on the Moon’s surface (a “face” marker).
- The Moon group both revolves around Earth and simultaneously rotates about its own center.
Key point: in the animation the Moon completes exactly one rotation while it completes one full orbit. That is why the same face always points to Earth—rotation period = orbital period.
Tip: use the controls below to speed up or slow the motion to observe the match.
Abel.Masitsa.com Works!
🔑 The Relationship Made Simple
For the same face of the Moon to always face Earth:
The Moon must rotate exactly once during one full orbit around Earth.
If:
Rotation was faster → we would see different sides
Rotation was slower → we would also see different sides
Only 1 rotation per orbit = same face always facing us.
🧲 But WHY did it become like this?
Because of tidal locking:
Long ago, the Moon rotated faster.
Earth’s gravity pulled on the Moon’s uneven mass (the “bulge”).
This produced friction that slowed the Moon’s rotation.
It slowed until rotation matched orbit → then friction stopped.
This is the “balanced” state, so it remains locked.
📌 Short Version
The Moon rotates once in the same time it orbits once.
That is why the same side faces Earth always.
Gravity caused this synchronization → tidal locking.