Kinetics: Study of forces that cause or restrain motion.
Importance of defining force, categorizing types, and equivalent systems of force.
Recap of key dimensions in biomechanics: space, time, and mass.
Mass: Measure of quantity of matter, proportional to inertia (resistance to acceleration).
SI unit of mass: Kilogram (kg).
Distinction between mass and weight:
Mass: Constant, does not change.
Weight: Force of gravity acting on an object, varies with location.
Force: Mechanical disturbance exerted upon a body, capable of accelerating or deforming it.
Newton's 3rd Law: Every force has an equal and opposite reaction force.
System of Interest: Forces analyzed based on the defined system.
SI unit: Newton (N), with the relation 1 N = 1 kg*m/s².
US unit: Pound (1 lb = 4.45 N).
Common misconceptions in using kg as a unit of force in exercise physiology.
Introduction of the kilipond (kp) as a force measurement equivalent to gravity acting on 1 kg mass.
Force as a vector: has both magnitude and direction.
Point of Application and Line of Action: Critical for understanding force effects.
Naming convention for forces:
F(exerting body → acted body) helps in clarity.
Definition of the system of interest influences which forces are included.
Forces within the defined system are internal and ignored.
External Forces: Must be considered in analyses, categorized as:
Internal Forces: Act within the defined system (e.g., trunk force on arm).
External Forces: Interact from outside (e.g., gravity, pushes/pulls).
Non-Contact Forces: Act over a distance (e.g., gravity).
Contact Forces: Act when bodies are touching (e.g., friction).
Only non-contact force considered is gravity:
F(gravity→object) = m*object * -9.8 m/s².
Types of contact forces:
Normal Force: Component acting perpendicular to surfaces.
Frictional Force: Opposes sliding, can be static (not sliding) or dynamic (sliding).
Maximum Potential Friction vs. Actual Friction:
Maximum potential friction depends on normal force and surface interactions.
Pressure: Force distributed over an area, crucial in deformable bodies.
Torque: Rotational effect of an applied force; calculated as Torque = F*d⊥.
Equilibrium Approach: Analyzing forces at a specific moment in time using Newton’s second law.
Impulse-Momentum Approach: Forces acting over time to influence momentum.
Work-Energy Approach: Relationship between work done and change in energy.
Use of equivalent systems simplifies complex force models:
Center of Gravity: Representing distributed gravitational force as a single force at the center of mass.
Center of Pressure: Simplifying contact force models to a point of application.
Force Couples: Two equal and opposite forces creating rotational effects.
Next steps include representation of forces using Free Body Diagrams (FBDs).
Importance of understanding Newton's three laws of motion to apply to rigid body mechanics.