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Sports, Exercise and Health Science · B.2 Forces, motion and movement

SEB.2.1 — Newton’s laws of motion

Sports, Exercise and Health Science · SL / HL · syllabus-mapped notes

  1. SEB.2.1.1

    Newton's laws, linear and angular

    Linear and angular motion can be analysed using Newton's laws of motion.

  2. SEB.2.1.1.1

    Speed, velocity and acceleration

    The motion of an object can be described using speed, velocity and acceleration.

  3. SEB.2.1.1.2

    Resultant motion and the sum of forces

    The resultant motion of an object is determined by the sum of the forces acting on it.

  4. SEB.2.1.1.3

    The six applied principles

    The following principles relate to applications of Newton’s laws.

  5. SEB.2.1.2

    Momentum and collisions

    A collision results in a change in momentum in the colliding bodies.

  6. SEB.2.1.2.1

    Change in momentum equals impulse

    The change in momentum is equal to the impulse applied to the object.

  7. SEB.2.1.2.2

    Coefficient of restitution

    Collisions involving a ball are affected by its coefficient of restitution.

  8. SEB.2.1.3

    Friction

    The force of friction is determined by the coefficient of friction.

  9. SEB.2.1.3.1

    Static and dynamic coefficients

    The coefficients of static and dynamic friction depend on the materials in contact.

  10. SEB.2.1.3.2

    Modifying friction for performance

    Frictional force can be modified to improve sports performance.

  11. SEB.2.1.4

    Work, power and energy

    Work results from the application of a force over a distance.

  12. SEB.2.1.4.1

    Work and energy transformation

    When work is done, energy is transformed from one form to others.

  13. SEB.2.1.4.2

    Power as work intensity

    Power is a measure of the rate at which work is done. Measuring power output can therefore be a measure of work intensity.

  14. SEB.2.1.4.3

    Optimizing power output

    Power output can be optimized through correct technique and the effective design of sports equipment.

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