Knowledge Organiser - Cycle Test 3 - EndOfTopic1
Topic 1 - Forces and Motion
SUVAT and Calculating Gradient
Relationship Formula: (final speed)² = (initial speed)² + (2 × acceleration × distance moved)
v² = u² + 2as
Remember how to calculate Acceleration.
F = ma and Terminal Velocity
Friction opposes motion (1.16)
Relationship between unbalanced force, mass, and acceleration: F = m × a
Forces acting on falling objects & terminal velocity explanation (1.21, 1.22)
Stopping Distance
Total stopping distance = thinking distance + braking distance (1.19)
Factors affecting stopping distance: speed, mass, road condition, reaction time (1.20)
Momentum
Momentum Formula: p = m × v
Conservation of momentum, mass, velocity calculations (1.27, 1.28)
Change in momentum: F = change in momentum / time taken (1.29)
Topic 2 - Electricity
Mains Electricity
Units: ampere (A), coulomb (C), joule (J), ohm (Ω), second (s), volt (V), watt (W) (2.1)
Protection mechanisms: insulation, double insulation, earthing, fuses, circuit breakers (2.2)
Voltage definition: energy transferred per unit charge (2.20)
Resistance
Effect of current in a resistor produces electrical energy transfer and temperature increase (2.3)
Relationship: voltage = current × resistance, or V = I × R (2.13)
Calculating Power
Power formula: P = I × V and applying for fuse selection (2.4, 2.14)
SUVAT Equations
Uniformly Accelerated Motion
Crucial relationship: v² = u² + 2as
Each variable and unit explained (initial velocity, final velocity, acceleration, etc.)
Uniform acceleration: constant acceleration in a straight line during part of a track
Key Concepts and Calculations
Understanding the importance of rearranging equations for exams
Demonstration example of uniform acceleration calculation
F = ma and concepts of terminal velocity in detail with air resistance considerations
Stopping Distance
Components of Stopping Distance
Total distance during emergency stop = thinking distance + braking distance
Thinking distance influenced by speed and reaction time (average reaction time = 0.25 s)
Important factors: driver distractions, tiredness, intoxication
Momentum
Momentum Calculations and Conservation
Momentum defined as p = mv, explained with velocity and direct effects on movement
Worked examples showing momentum calculations before and after collisions
Conservation principles illustrated with examples diversifying collisions and explosions
Worked Examples
Collision Outcomes
Conservation of momentum principles illustrated through worked examples, demonstrating before and after calculations of momentum involving real-world scenarios.