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Biomechanics of movement (SACE Stage 2 Physical Education)

Syllabus dot point

“Apply biomechanical principles - force, levers, Newton's laws, projectile motion and stability - to analyse and improve movement.”

8 min read

Quick answer

Biomechanics applies the laws of physics to human movement. Force changes motion, levers in the body trade speed for force, Newton's three laws govern acceleration and reaction, projectile motion is set by release speed, angle and height, and stability depends on the base of support, centre of mass and line of gravity. You apply these to explain and improve performance.

Jump to a section
  1. What this dot point is asking
  2. Force
  3. Levers
  4. Newton's laws of motion
  5. Projectile motion
  6. Stability and balance
  7. Assessment-style questions

What this dot point is asking

You must apply biomechanical principles - force, levers, Newton's laws, projectile motion and stability - to analyse movement and suggest improvements.

Force

Force is a push or pull that can start, stop, speed up, slow down or change the direction of motion. Key applications include:

  • Summation of forces: maximum force comes from using as many body parts as possible, in the correct sequence (large/slow muscles first, then smaller/faster), with correct timing. A cricket throw uses legs, then trunk rotation, then shoulder, elbow and wrist in sequence.
  • Force application and the impulse-momentum relationship: applying force over a longer time produces a greater change in momentum. Following through on a throw or bending the knees on landing both increase the time over which force acts.

Levers

The body moves through lever systems made of bones (the lever), joints (the fulcrum), and muscles (which apply the effort) against a resistance (load).

  • First-class lever: fulcrum between effort and load (the head nodding at the neck).
  • Second-class lever: load between fulcrum and effort (rising onto the toes).
  • Third-class lever: effort between fulcrum and load - by far the most common in the body (the forearm flexing at the elbow). Third-class levers sacrifice force to gain speed and range of motion at the end of the limb.
Lever

A rigid bar (a bone) that turns about a pivot (a joint) when a force is applied, allowing the body to either gain force or, more often, gain speed at the end of the limb.

Lengthening a lever (a straight arm in a tennis serve, a longer racquet) increases the speed at the end of the lever, generating more velocity but requiring more force and control.

Newton's laws of motion

  • First law (inertia): a body stays at rest or in uniform motion unless acted on by a net force. A stationary shot put will not move until force is applied.
  • Second law (acceleration): acceleration is proportional to the force applied and inversely proportional to mass (F=maF = ma). A larger force, or a lighter object, produces greater acceleration.
  • Third law (action-reaction): every action has an equal and opposite reaction. A sprinter pushes back and down into the blocks; the ground pushes them forward and up (ground reaction force).
Ground reaction force

Running, jumping and sprinting all depend on Newton's third law: athletes accelerate by pushing against the ground, and the ground pushes back with an equal and opposite force that propels them.

Projectile motion

Once an object (or the body) is airborne, its flight path is determined by three release factors:

  • Speed (velocity) of release - the most important factor for distance.
  • Angle of release - around 45 degrees gives maximum range when release and landing heights are equal; the optimal angle is lower when the object is released from above the landing point (such as a shot put or a basketball shot).
  • Height of release - a greater release height increases flight time and range.

Air resistance and gravity then act on the projectile; gravity is the only force that affects the vertical component once airborne.

Stability and balance

Stability is the ability to resist a change in the body's state of motion. It improves with:

  • a lower centre of mass (bending the knees),
  • a wider base of support,
  • keeping the line of gravity within the base of support, and
  • a greater mass.

A rugby player braces for a tackle by widening their stance and lowering their hips; a sprinter on the blocks raises their centre of mass and shifts the line of gravity toward the edge of the base to be deliberately unstable and ready to move.

Worked example

Improving a netball shooter's range

A shooter releasing from a low position with a flat trajectory can be analysed biomechanically: increasing release height (extending fully and rising onto the toes) and using summation of forces (legs, then trunk, then arms and wrist) raises release speed, while a release angle suited to the shot's height-above-target improves accuracy and range. The wrist flick adds final velocity through a lengthened lever.

Common mistake

Do not state that 45 degrees is always the optimal release angle. It is optimal only when release and landing heights are equal. For implements released above the landing point, such as a shot put or javelin, the optimal angle is noticeably below 45 degrees. Also do not confuse stability with balance; widening the base improves stability but may reduce readiness to move quickly.

Assessment-style questions

Questions on this dot point, each with a worked answer, written by ExamExplained. Physical Education has no written exam, so use them to check your understanding before your assessment tasks.

Practice6 marks
A shot putter and a long jumper both release a projectile. Explain, using projectile motion, why their optimal release angles differ.
Show worked answer →

A 6 mark explain task needs the three release factors and the height-difference reasoning.

State the factors. Distance depends on release speed (most important), angle and height.

Explain the long jumper. The take-off and landing are at roughly the same height, so the optimal angle approaches 45 degrees (in practice lower because speed cannot be maintained at steep angles).

Explain the shot putter. The shot is released from above the landing point, so the optimal angle is noticeably below 45 degrees.

Markers reward release speed as the key factor and the relative-height reasoning for why the angles differ.

Practice6 marks
Use Newton's laws and the summation of forces to explain how a sprinter accelerates out of the blocks.
Show worked answer →

A 6 mark explain task needs Newton's laws and force summation applied to the start.

Apply the third law. The sprinter drives back and down into the blocks; the ground returns an equal and opposite reaction force forward and up.

Apply the second law. Greater force for a given body mass produces greater acceleration (F=maF = ma).

Apply force summation. Large slow muscles fire first (legs), then smaller faster ones in sequence with correct timing, maximising the force applied.

Markers reward the ground reaction force, F=maF = ma and the correct sequencing of force summation.

Practise this

Sources & how we know this

ExamExplained