Unit 5a- forces

Cards (24)

  • Force
    A push or pull that acts on an object due to its interaction with another object. Forces measured in Newtons
  • Balanced forces = when the forces acting on an object have equal magnitude and act in opposite directions, the object will be balanced
  • Stationary-Balanced, balanced forces are equal in magnitude and act in opposite direction. If the arrow length is equal (so same magnitud) the box will remain stationar.
  • Arrow length- moving

    Thrust pushes forwards, drag pulls backwards. Same magnitude
  • Balanced Forces
    • Equal in magnitude, act in opposite directions
  • Balanced force-moving: Travel at a constant speed, no change. Thrust and drag cancel out.
  • Stationary - Unbalanced, Starts to move
  • Moving-Unbalanced, Thrust and drag do not cancel out, accelerate or decelerate. Will now be a change.
  • Resultant force: A single force that has the same effect as all the original forces acting together
  • Calculating Resultant Force
    1. Forces in same direction: Add them together
    2. Forces in opposite direction: Big Force - Small force. Always goes in direction of original big force.
  • Work Done
    Force x Distance W=F x s
  • Elasticity: When a force is put onto an object it can change its shape, speed, direction of movement
  • Elastic Deformation

    • Object returns to original shape after force is removed
  • Inelastic Deformation
    • Object stays deformed after force is removed
  • Elastic Objects

    • Metal spring
  • Inelastic Objects
    • Plasticine
  • Elasticity Equation

    Force = Spring Constant x Extension F= k x e
  • Spring Constant: Measurement of how stiff a material is (larger spring constant = stiffer)
  • Extension: Difference in length (new - old)
  • Not all extensions can be measured in metres, may need to convert units. Millimetres to metres = divide by 1000, centimetres to metres = divide by 100.
  • Moments: Acts around a point of rotation called a pivot or fulcrum
  • Moments Equation
    Moment = Force x Perpendicular Distance M = F x d
  • Moments can be clockwise or anticlockwise around a pivot
  • Levers: consists of a pivot, effort and load. Make use of moments to act as a force multiplier, so easier to move heavier objects.