Basic Kinetic (study of actions of forces)Concepts:1. Mass
- quantity of matter composing a body
2. Inertia
- no mass = no mechanical identity
- symbol: m
- standard unit: kg (kilogram)- tendency to resist change in state of motion (at rest or constant velcity)
3. Force
- proportional to mass (more mass = more resistance to change)
- has no units- a push or pull acting on a body4. Newton's Laws of Motion
- cause of motion
- the main mechanical quantity of interest in kinetics
- symbol: F
- standard unit: N (Newton)
- 1 N = (1 kg)(1 m/s2)- Properties: magnitude, direction & point of application
- Examples: muscle force, weight (gravity), friction, etc
- Free Body Diagram
- sketch that shows a defined system in isolation with all of the force vectors acting on the system
- results in a net force (resultant of all vector forces acting upon system)
1. Law of Inertia
2. Law of Acceleration
- a body will maintain a state of rest or constant velocity unless acted on by an external force that changes it
- example: barbell sitting on floor, ice skater gliding (should remain at same velocity, however in reality friction and air resistance slows down
3. Law of Reaction
- the acceleration of a body is proportional to the force causing it and takes place in the direction in which the force acts
- example: ball travels direction hit, goes farther the faster is pitched and harder it is hit
- example: f= ma
- for every action there is an equal and opposite reaction
- example: lean on wall, wall pushes back with equal and opposite force
5. Center of Gravity (COG) or Center of Mass (COM)Click here to download a word document with some basic equations that you should know.- point around which a body's weight (mass) is equally balanced in all directions
6. Weight- attractive force that earth exerts on mass7. Pressure
= mag
- ag = 9.81 m/s2
- units are in N- amount of force acting over a unit area8. Volume
P = F / A
- standard unit: Pa (Pascal) = 1 N/m2
- examples: high heel shoe, shin protector, snow shoe, etc...- space occupied by body9. Density
- three dimensions
- units3- mass per unit of volume (mass/volume)10. Specific Weight- weight per unit of volume11. Torque- rotary effect of a force12. Impulse
- sumbol: T
T = force times perpendicular distance from the forces line of action to the axis of rotation- product of force and the time over which the force actsMechanical Loads on the Human Body (p. 70-75)1. Types of loading
- Compression: pressing or squeezing force directed axially through a body2. Effects of loading
- Tension: pulling or stretching force directed axially through a body
- Shear: force directed parallel to a surface
- Bending: asymmetric loading that produces tension on one side of a body's longitudinal axis and compression on the other
- Torsion: load causing twisting of a body around its longitudinal axis
- Combined loading: combination of different types of loading- deformation: change in shape3. Mechanical Stress and Strain
- acute vs. repetitive: likelihood of injury: load magnitude vs. frequency- Mechanical stress: distribution of force inside of a solid body (lumbar vs. thoracic vertabrae)
- strain: deformation due to stress
- load-deformation curve (stress-strain curve)
- yield point (elastic limit): permanent deformation
- failure point: loss of mechanical continuity
Vector Algebra- vector: physical quantity that possesses both magnitude and direction
- scalar: physical quantity that is completely described by its magnitude- tip-to-tail = resultant
Chapter 3 Key Terms:
| acute loading (74) | application of a single force of sufficient magnitude to cause injury to a biological tissue |
| axial (72) | directed along the longitudinal axis of a body |
| bending (72) | asymmetric loading that produces tension on one side of a body's longitudinal axis and compression on the other side |
| center of gravity (64) | point around which a body's weight and mass are equally balanced in all directions |
| combined loading (72) | simultaneous action of more than one of the pure forms of loading |
| compression (70) | pressing or squeezing force directed axially through a body |
| deformation (73) | change in original shape |
| density (68) | mass per unit of volume |
| failure (74) | loss of mechanical continuity |
| force (63) | push or pull; the product of mass and acceleration |
| free body diagram (63) | sketch that shows a defines system in isolation with all of the force vectors acting on the system |
| impulse (69) | product of force and the time over which the force acts |
| inertia (62) | tendency of a body to resist a change in its state of motion |
| mass (63) | quantity of matter contained in an object |
| myoelectric activity (75) | electric current or voltage produced by a muscle |
| net force (64) | resultant force derived from the composition of two or more forces |
| pressure (66) | force per unit of area |
| repetitive loading (74) | repeated application of a subacute load that is usually of relatively low magnitude |
| resultant (77) | single vector that results from vector composition |
| scalar (76) | physical quantity that is completely described by its magnitude |
| shear (70) | force directed parallel to a surface |
| specific weight (68) | weight per unit of volume |
| stress (71) | distribution of force within a body, quantified as force divided by the area over which the force acts |
| tension (70) | pulling or stretching force directed axially through a body |
| torque (68) | rotary effect of a force |
| torsion (72) | load producing twisting of a body around its longitudinal axis |
| vector (76) | physical quantity that possesses both magnitude and direction |
| vector composition (76) | process of determining a single vector from two or more vectors by vector addition |
| vector resolution (78) | operation that replaces a single vector with two perpendicular vectors such that the vector composition of the two perpendicular vectors yields the original vector |
| volume (66) | space occupied by a body |
| weight (64) | attractive force that the earth exerts on a body |
| yield point (elastic limit) (74) | point on the load-deformation curve past which deformation is permanent |