Forces and Motion

    Cards (33)

    • Units
      • Kilogram (kg): Unit of mass
      • Metre (m): Unit of length
      • Metre/second (m/s): Unit of speed
      • Metre/second² (m/s²): Unit of acceleration
      • Newton (N): Unit of force
      • Second (s): Unit of time
      • Newton/kilogram (N/kg): Unit of gravitational field strength
    • Additional Units
      • Newton metre (Nm): Unit of torque or moment
      • Kilogram metre/second (kg m/s): Unit of momentum
    • Distance-time graph
      • Shows how distance changes over time
      • Slope indicates speed, steeper slope means higher speed
      • Horizontal line means the object is stationary
    • Average speed
      Distance moved / Time taken
    • Investigating motion of everyday objects
      Use toy cars, tennis balls, etc., to observe and record their motion
    • Acceleration
      Change in velocity / Time taken
    • Velocity-time graph
      • Shows how velocity changes over time
      • Slope indicates acceleration
      • Horizontal line means constant velocity
    • Gradient of the line in a velocity-time graph equals acceleration
    • The area under the curve in a velocity-time graph represents the distance travelled
    • Relationship between final speed, initial speed, acceleration, and distance moved

      (v)^2 = (u)^2 + 2as
    • Effects of forces between bodies
      • Changes in speed: Forces can accelerate or decelerate objects
      • Changes in shape: Forces can deform objects
      • Changes in direction: Forces can alter the direction of motion
    • Types of force
      • Gravitational force: Attraction between masses
      • Electrostatic force: Attraction or repulsion between charged particles
    • Vector vs. Scalar quantities
      • Vector quantities have both magnitude and direction (e.g., force, velocity)
      • Scalar quantities have only magnitude (e.g., mass, speed)
    • Force is a vector quantity
    • Resultant force
      Sum of all forces acting on an object along the same line
    • Friction opposes motion
    • Relationship between unbalanced force, mass, and acceleration
      Force = Mass × Acceleration
    • Relationship between weight, mass, and gravitational field strength
      Weight = Mass × Gravitational field strength
    • Stopping distance of a vehicle
      Sum of thinking distance and braking distance
    • Factors affecting vehicle stopping distance
      • Speed: Higher speed increases stopping distance
      • Mass: Heavier vehicles take longer to stop
      • Road condition: Wet or icy roads increase stopping distance
      • Reaction time: Longer reaction time increases stopping distance
    • Forces on falling objects and terminal velocity
      • Gravity: Pulls the object downward
      • Air resistance: Opposes the motion
      • Terminal velocity: Reached when the force of gravity equals air resistance, resulting in no further acceleration
    • Investigating extension with applied force
      Use helical springs, metal wires, and rubber bands to study how they stretch with applied force
    • Hooke's Law

      The extension of a spring is directly proportional to the applied force, within the elastic limit
    • Elastic behavior
      Ability of a material to return to its original shape after the force is removed
    • Relationship between momentum, mass, and velocity
      Momentum = Mass × Velocity
    • Use momentum to explain safety features
      • Crumple zones: Absorb impact force, reducing momentum change
      • Seatbelts: Extend the time over which momentum changes, reducing force
    • Total momentum before a collision equals total momentum after, in the absence of external forces
    • Relationship between force, change in momentum, and time taken
      F = (Change in momentum) / (Time taken)
    • Newton's third law: For every action, there is an equal and opposite reaction
    • Relationship between moment of a force and its perpendicular distance from the pivot
      Moment = Force × Perpendicular distance from the pivot
    • Weight acts through the center of gravity
    • For equilibrium, the sum of clockwise moments equals the sum of anticlockwise moments
    • The upward forces (reactions) depend on the position of a heavy object placed on the beam. The closer the object to a support, the greater the force on that support
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