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Chapter 3: Kinetic Concepts for Analyzing Human Motion

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Title: Chapter 3: Kinetic Concepts for Analyzing Human Motion


1
Chapter 3Kinetic Concepts for Analyzing Human
Motion
  • Basic Biomechanics, 4th edition
  • Susan J. Hall
  • Presentation Created by
  • TK Koesterer, Ph.D., ATC
  • Humboldt State University

2
Objectives
  • Define and identify common units of measurement
    for mass, force, weight, pressure, volume,
    density, specific weight, torque, and impulse
  • Identify and describe the different types of
    mechanical loads that act on the human body
  • Identify and describe the uses of available
    instrumentation for measuring kinetic quantities
  • Distinguish between vector and scalar quantities
  • Solve quantitative problem involving vector
    quantities using both graphic and trigonometric
    procedures

3
Basic Concepts Related to Kinetics
  • Inertia
  • Mass
  • Force
  • Free body diagram
  • Center of Gravity
  • Weight
  • Pressure
  • Volume
  • Density
  • Specific weight
  • Torque
  • Impulse

4
Inertia
  • Tendency for a body to resist a change in its
    state of motion

5
Mass
  • Quantity of matter contained in an object

6
Force
  • Push or pull
  • the product of mass and acceleration

7
Free body diagram
  • a sketch that shows a defined system in isolation
    with all of the force vectors acting on the system

8
3-2
9
Center of Gravity
  • The point around which a bodys weight is
    equally balanced, no matter how the body is
    positioned

10
Weight
  • Attractive force that the earth exerts on a body

11
Sample Problem 1
  • If a scale shows that an individual has a mass
    of 68 kg, what is that individuals weight?
  • Known m 68 kg
  • Solution Answer
  • Wanted weight wt 667 N
  • Formulas wt mag wt 150 lbs
  • 1 kg 2.2 lbs

12
Sample Problem 2
  • What is the mass of an object weighting 1200
    N?
  • Known wt 1200 N
  • Solution Answer
  • Wanted mass m 122.32 kg
  • Formulas wt mag

13
Pressure
  • Force per unit of area over which the force acts

14
Sample Problem 3
  • Is it better to be stepped on by a women wearing
    a spike or by a court shoe?
  • Known wt 556 N As 4 cm2 Ac 175 cm2
  • Solution
  • Wanted Answer
  • Pressure exerted by the spike heel p
    139N/cm2
  • Pressure exerted by the court shoe p 3.8
    N/Cm2
  • Formulas p F/A 43.75 times
  • more pressure

15
Volume
  • Space occupied by a body

16
Density
  • Mass per units of volume

17
Specific Weight
  • Weight per unit of volume

18
Torque
  • Rotary effect of a force

19
Impulse
  • Product of force and the time over which the
    force acts

20
Common Units for Kinetic Quantities
  • Quantity Symbol Metric Unit English Unit
  • Mass m kg
    slug
  • Force F
    N lb
  • Pressure P Pa
    psi
  • Volume (solids) V m3
    ft3
  • (liquids)
    liter gallon
  • Density ?
    kg/m3
  • Specific weight ? N/m3
    lb/ft3
  • Torque T
    N-m ft-lb
  • Impulse N
    s lb s

21
Mechanical Loads on the Human Body
  • Compression pressing or squeezing force
    directed axially through a body
  • Tension pulling or stretching force directed
    axially through a body
  • Shear force directed parallel to a surface

22
3-4
23
3-5
24
Mechanical Loads on the Human Body
  • Stress distribution of force within a body,
    quantified as force divided by the area over
    which the force acts
  • Torsion load producing twisting of a body
    around its longitudinal axis
  • Bending asymmetric loading that produces
    tension on one side of a bodys longitudinal axis
    and compression on the other side
  • Combined loading simultaneous action of more
    than one of the pure forms of loading

25
3-6
26
3-7
27
Sample Problem 4
  • How much compressive stress is present on the L1,
    L2 vertebral disk of a 625 N woman, given that
    approximately 45 of body weight is supported by
    the disk

28
Sample Problem 4
  • When she stands in anatomical positions?
  • Given F (625 N) (0.45) A 20 cm2
  • Formula Stress F/A
  • Stress (625 N) (0.45) / 20 cm2
  • Stress 14 N / cm2

29
Sample Problem 4
  • b) When she stands erect holding a 222 N
    suitcase?
  • Given F (625 N) (0.45) 222 N A 20 cm2
  • Formula Stress F/A
  • Stress (625 N) (0.45) 222 N / 20 cm2
  • Stress 25.2 N / cm2

30
The Effects of Loading
  • Deformation
  • When an external force is applied to the human
    body, several factors influence whether an injury
    occurs
  • Magnitude and direction of force
  • Area over which force is distributed
  • Load-deformation curve
  • Yield point (elastic limit)
  • Failure

31
Repetitive vs. Acute Loads
  • Repetitive loading repeated application of
    subacute load that is usually of relatively low
    magnitude
  • Acute loading application of a single force of
    sufficient magnitude to cause injury
  • Macrotrauma a single force large enough to
    cause injury acting on biological tissue
  • Microtrauma when repeated or chronic loading
    over a period of time produces an injury

32
3-10
33
Tools for Measuring Kinetic Quantities
  • Electromyography (EMG)
  • To study neuromuscular function
  • Dynamography
  • Primarily employed in gait research
  • Starts, takeoffs, landings, baseball golf
    swings, and balance

34
Vector Algebra
  • Vector any physical quantity that posses both
    magnitude and direction
  • Kinetic vector quantities
  • force weight, pressure, specific weight torque
  • Kinematic vector quantities
  • Displacement, velocity acceleration
  • Scalar quantities magnitude only
  • Mass, volume, length speed

35
Vector Composition
  • Resultant vector
  • Tip-to-tail vector composition

36
Vector Resolution
37
Graphic Solution of Vector Problems
  • Graphic vector manipulation may yield approximate
    result

30 N 3 cm
45 N 4.5 cm
38
Trigonometric Solution of Vector Problems
  • A more accurate procedure for quantitatively
    dealing with vector problems

39
Summary
  • This chapter introduced basic concepts related to
    kinetics
  • Several types of mechanical loads act on the
    human body.
  • The distribution of force within a body structure
    is termed mechanical stress.
  • Vectors quantities have magnitude direction
  • Vector problems may be solved by a graphic or a
    trigonometric approach.

40
The End
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