Forces and Braking
This section discusses the forces acting on vehicles and the factors affecting braking distances.
Example: For a car traveling at constant velocity, the driving force of the engine is balanced by resistive forces, primarily air resistance.
The document explains that the braking force required to stop a vehicle depends on:
- The speed of the vehicle when brakes are first applied
- The mass of the vehicle
The concept of stopping distance is introduced, which consists of:
- Thinking distance
- Braking distance
Highlight: Stopping distance = Thinking distance + Braking distance
Factors affecting stopping distance are discussed, including:
- Driver's condition (tiredness, alcohol, drugs)
- Vehicle speed
- Road conditions
- Vehicle maintenance
The section also introduces the equation for calculating deceleration:
v^2 = u^2 + 2as
Where:
s = distance
u = initial speed
v = final speed
a = acceleration (or deceleration)
Momentum
This part introduces the concept of momentum and its conservation in collisions.
Definition: Momentum of a moving object, p (kg m/s) = mass, m (kg) x velocity, v (m/s)
Highlight: Momentum is a vector quantity, having both magnitude and direction.
The law of conservation of momentum is explained:
Quote: "In a closed system, the total momentum before an event is equal to the total momentum after the event."
The document emphasizes that momentum is conserved in any collision as long as no external forces act on the objects involved.
This comprehensive overview of force and motion provides students with essential knowledge for AQA GCSE Physics exams, covering key topics such as Newton's laws, terminal velocity, and momentum conservation.