Gravitational Field Strength (Cambridge (CIE) IGCSE Physics)
Revision Note
Written by: Lindsay Gilmour
Reviewed by: Caroline Carroll
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Gravitational field strength of a planet
The strength of a gravitational field around a planet depends on
the mass of the planet
the distance from the planet
Gravitational field strength and mass
The relationship between gravitational field strength and mass is:
The greater the mass of a planet, the greater the strength of the gravitational field at its surface
The value of (gravitational field strength) varies from planet to planet depending on their mass and radius
Gravitational field strength of bodies in the Solar System
The strength of the gravitational field at the surface of a planet depends on its mass and radius
Gravitational field strength and distance
The relationship between gravitational field strength and distance is:
As the distance from a planet increases, the strength of the gravitational field decreases
At the surface of a planet, the value of (gravitational field strength) is constant, but it decreases with distance from the planet
Examiner Tips and Tricks
You do not need to remember the value of g on different planets for your exam, and the value of g for Earth is given on the front page of the exam paper.
Gravitational attraction of the Sun
Orbital motion is a result of the gravitational force of attraction acting between two bodies
This gravitational force
always acts towards the centre of the larger body
causes the orbiting body to move in a circular path
The Sun contains most of the mass (>99%) of the Solar System
Therefore, for objects orbiting around the Sun
the Sun's gravitational attraction keeps them in orbit
the force is directed from the orbiting object to the centre of the Sun
Orbital motion of the Earth around the Sun
The Sun's gravitational force of attraction keeps the Earth in orbit around the Sun
Orbital motion of planets
Extended tier only
As the distance from the Sun increases:
the Sun's gravitational field strength decreases
the orbital speed of a planet decreases
For an object to maintain a circular orbit, it must have a centripetal force
For planets orbiting the Sun, this force is the Sun's gravitational attraction
Therefore, the centripetal force on a planet depends on
the strength of the Sun's gravitational field
the distance of the planet from the Sun
The further away a planet is from the Sun, the weaker the strength of the Sun's gravitational attraction and the weaker the centripetal force
The centripetal force on a planet is proportional to its orbital speed
Therefore, the further a planet is from the Sun:
the smaller its orbital speed
the longer its orbital period
Orbital speed and distance
The closest planets to the Sun have the fastest orbital speeds, and the furthest have the slowest
This trend in orbital speed and distance can be seen in the data of the planets in the Solar System:
Orbital radius, speed and period data
Planet | Orbital radius (million km) | Orbital speed (km/s) | Orbital period (days or years) |
---|---|---|---|
Mercury | 57.9 | 47.9 | 88 days |
Venus | 108.2 | 35.0 | 225 days |
Earth | 149.6 | 29.8 | 365 days |
Mars | 227.9 | 24.1 | 687 days |
Jupiter | 778.6 | 13.1 | 11.9 years |
Saturn | 1433.5 | 9.7 | 29.5 years |
Uranus | 2872.5 | 6.8 | 75 years |
Neptune | 4495.1 | 5.4 | 165 years |
Examiner Tips and Tricks
Be careful with your wording in this topic when talking about gravity. It is important to refer to the force of gravity as 'gravitational attraction', ' strength of the Sun's gravitational field' or 'the force due to gravity'. Avoid terms such as 'the Sun's gravity' or even more vague, 'the force from the Sun'.
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