Drag Forces (AQA A Level Physics): Revision Note

Exam code: 7408

Katie M

Written by: Katie M

Reviewed by: Tim

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Drag forces

  • Drag forces are forces that oppose the motion of an object moving through a fluid (gas or liquid)

  • Examples of drag forces are friction and air resistance

  • Drag forces:

    • are always in the opposite direction to the motion of the object

    • never speed an object up or start them moving

    • slow down an object or keeps them moving at a constant speed

    • convert kinetic energy into heat and sound

  • Lift is an upwards force on an object moving through a fluid

    • It is perpendicular to the fluid flow

      • For example, as an aeroplane moves through the air, it pushes down on the air to change its direction

      • This causes an equal and opposite reaction upwards on the wings (lift) due to Newton's third law

An aeroplane showing air flow from right to left, with thrust forwards to the right, drag backwards to the left, lift upwards and weight downwards.
Drag forces are always in the opposite direction to the thrust (direction of motion). Lift is always in the opposite direction to the weight
  • A key component of drag forces is it increases with the speed of the object

  • This is shown in the diagram below:

Diagram showing a car’s driving force and opposing frictional force. For an accelerating car, driving force is greater than frictional force. For a car at constant velocity, driving force is equal to frictional force. For a decelerating car, driving force is less than frictional force.
Frictional forces on a car increase with speed

Worked Example

A car of mass 800 kg has a horizontal driving force of 3 kN acting on it. Its acceleration is 2.0 m s-2. What is the frictional force acting on the car?

A car with a 3 kN driving force acting forwards and an unknown frictional force acting backwards.

[2]

Answer:

Step 1: Calculate the resultant force from Newton's second law

F = ma = 800 × 2.0 = 1600 N [1 mark]

Step 2: Calculate the frictional force

1600 N = Driving force − frictional force

Frictional force = Driving force − 1600 N

Frictional force = 3000 − 1600 = 1400 N [1 mark]

Air resistance

  • Air resistance is an example of a drag force that objects experience when moving through the air

    • At a walking pace, a person rarely experiences the effects of air resistance

  • However, a person swimming at the same pace uses up much more energy - this is because air is 800 times less dense than water

  • Air resistance increases with the speed of an object, such as a vehicle

  • However, there are other factors that also affect the maximum speed, such as:

    • cross-sectional area

    • shape

    • altitude

    • temperature

    • humidity

  • Air resistance must be carefully considered in vehicle design, for example in racing cars, bicycles and aeroplanes:

    • Racing cars have a streamlined design with a curve, angled front to experience less air resistance and travel faster

    • Aeroplanes travel at high altitudes where there is less air resistance (since the air is less dense)

      • However, they also travel through a variety of extreme temperatures and at very high speeds

      • Therefore, aeroplane design is focused on producing the fastest, but also smoothest, journey possible

    • A racing cyclist adopts a more streamlined posture to reduce the effects of air resistance

      • Also, the bicycle, clothing and helmet are designed to allow them to go as fast as possible

A racing cyclist in a streamlined, crouched position.
Many factors such as posture, clothes and bicycle shape must be considered when trying to reduce air resistance

Air resistance and projectile motion

  • Air resistance decreases the horizontal component of the velocity of a projectile

    • This means both its range and maximum height is decreased compared to no air resistance

Projectile paths with and without air resistance, the path with air resistance being shorter and lower.
A projectile with air resistance travels a smaller distance and has a lower maximum height than one without air resistance
  • The angle and speed of release of a projectile is varied to produce either a longer flight path or cover a larger distance, depending on the situation

    • For sports such as the long jump or javelin, an optimum angle against air resistance is used to produce the greatest distance

    • For gymnastics or a ski jumper, the initial vertical velocity is made as large as possible to reach a greater height and longer flight path

  • The perfect angle and speed for a projectile can be difficult to achieve

    • For example, a footballer tries to kick a ball as high as possible but also with great speed to score a goal from a long distance

A footballer kicking a ball along a curved path.
A ball kicked from a long distance needs both height and speed to reach the goal

Examiner Tips and Tricks

If a question considers air resistance to be ‘negligible’ this means in that question, air resistance is taken to be so small it will not make a difference to the motion of the body. You can take this to mean there are no drag forces acting on the body.

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Katie M

Author: Katie M

Expertise: Curriculum Expert

Katie has always been passionate about the sciences, and completed a degree in Astrophysics at Sheffield University. She decided that she wanted to inspire other young people, so moved to Bristol to complete a PGCE in Secondary Science. She particularly loves creating fun and absorbing materials to help students achieve their exam potential.

Tim

Reviewer: Tim

Expertise: Content Creator

Timothy graduated with a first class degree in Mathematics and Physics from the University of Warwick. After working as a postgraduate researcher, Timothy has worked as a content creator for various online revision platforms, creating physics resources for a range of levels and exam boards.