Kinesiological Principles—Forces, Levers and Muscle Actions
Part 1 – Forces
Definition & Fundamental Characteristics
- Force = Push or Pull
- Always occurs in action–reaction pairs (Newton’s 3rd law)
- Capable of causing, stopping or altering motion
- SI Unit = Newton (N)
- Mathematical symbol F
Measuring & Representing Force
- Vector quantity → has magnitude, direction and point of application
- Common graphic representation = arrow (vector)
- Basic magnitude equation when in straight-line motion: F = m \times a (Newton’s 2nd law)
Broad Classification of Forces
- External Forces (act on the system from outside)
- Contact Forces
- Normal contact (ground-reaction) force – perpendicular to the contact surface
- Frictional force – parallel to the contact surface; resists sliding
- Fluid (drag or lift) forces – occur in water or air
- Non-Contact Force
- Gravity / Weight force F_{WT}=m \times g acting through the Centre of Gravity (COG)
- Internal Forces (originate within the body / system)
- Tensile force – pulling along the length of tissues (e.g. tendons, ligaments)
- Compressive force – pushing along the length (e.g. bones, articular cartilage)
- Shear force – acts parallel to the analysis plane; tends to cause sliding between parts
- Excessive tensile, compressive or shear loading ⇒ deformation or structural failure (fracture, tear). Structures typically deform and then break; the extent of deformation depends on load and structure.
Mechanical Loads on the Human Body
- Muscle contractions, gravity and external impacts combine, generating unique internal loading profiles
- Understanding load type allows prediction of injury risk & design of conditioning plans
Part 2 – Torque, Moments & Lever Systems
Torque (Moment of Force)
- Torque (τ) = turning effect of a force about an axis
- Equation: \tau = F \times r where r = moment arm (perpendicular distance from axis to line of action)
- Mechanical advantage decreases or increases by manipulating r
- Vectors obey right-hand rule (direction of rotation)
Muscular Torque
- Muscles create torque that rotates body segments about joints
- Example: Biceps brachii produces elbow-flexion torque by pulling on the ulna, with the elbow as the fulcrum and the biceps insertion as the point of effort.
Components of Every Lever
- Fulcrum (pivot/axis)
- Effort (applied force)
- Load (resistive force)
Lever Classes & Functional Emphasis
1st-Class Lever
- Arrangement: Load – Fulcrum – Effort
- Trade-off between distance & force; can favor speed or force depending on position of fulcrum (e.g. head nodding on atlanto-occipital joint, seesaw, scissors)
2nd-Class Lever
- Arrangement: Fulcrum – Load – Effort
- Force multipliers → smaller effort lifts larger load but through shorter distance
- Body example: rising on tiptoes (ball of foot = fulcrum, body weight = load, gastrocnemius force = effort); also wheelbarrow
3rd-Class Lever
- Arrangement: Fulcrum – Effort – Load
- Distance/speed multipliers → greater effort needed, but large, fast load displacement
- Classic body example: elbow flexion (load = hand/forearm, effort = biceps on radial tuberosity, fulcrum = elbow) – note effort (muscle insertion) lies between load and fulcrum; also tweezers; most muscle attachments in the body are third-class levers.
Comparative Summary
- 1st: Balance of **distance **↔
** force** (trade-off)
- 2nd: Maximises force
- 3rd: Maximises distance / velocity
Part 3 – Joint (Kinesiological) Actions & Muscle Contractions
Types of Muscle Contraction
- Concentric – muscle shortens while producing force (accelerates segment)
- Eccentric – muscle lengthens while producing force (controls or decelerates movement, often resisting gravity during lowering or deceleration)
- Isometric – muscle length unchanged (stabilises)
Guided Application Questions (from slides)
- Shoulder – Up phase of pull-up
- Action: ext{Extension / Adduction} (depending on grip)
- Latissimus dorsi performs concentric contraction
- Shoulder – Down phase of pull-up
- Action: ext{Flexion / Abduction}
- Latissimus dorsi performs eccentric contraction (controlling descent)
- Knee – Down phase of squat
- Action: ext{Flexion}
- Quadriceps = eccentric (control descent)
- Hip – Down phase of squat
- Action: ext{Flexion}
- Gluteus maximus = eccentric (control hip flexion)
- Horizontal adductors – Return phase of push-up
- Action: Horizontal adduction of shoulder
- Contraction type = concentric
- Chest Press – Return / Lowering Phase
- Action: Horizontal Abduction of shoulder
- Muscles involved: Horizontal Adductors (e.g., Pectoralis Major)
- Contraction type = eccentric (controlling the descent of the weight)
Additional Notes & Cross-References
- Ground Reaction Force (GRF) is a practical measurement of normal contact force in gait & jumping analyses.
- Fluid drag increases with square of velocity F_{d} \propto v^{2} → critical in swimming/cycling technique.
- Centre of Gravity location shifts with body position; essential for balance training & sports performance.
- Moment arm optimisation through posture affects torque production (e.g. bent-knee vs straight-knee sit-ups).
- Wolff's Law: Bones adapt to the loads placed on them; increased load (e.g., compressive forces on vertebrae) leads to