Notes
Slide Show
Outline
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Basic Biomechanical Concepts
  • Some knowledge of basic biomechanics is necessary to understand the action of the muscles in moving the body and objects.
  • The external forces that affect the body during movement.
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Mechanics is a branch of Physics
  • Subdivided into Statics and Dynamics
  • Dynamics has two subdivisions
    • Kinematics – Description of motion: displacement, time, velocity, acceleration, angle, angular velocity, angular acceleration
    • Kinetics – Causes of motion – forces and torques
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Types of Machines found in the Body
  • To balance multiple forces
  • To enhance force in an attempt o reduce the total force needed to overcome a resistance
  • To enhance range of motion and speed of movement so that resistance may be moved farther or faster than the applied force.
  • To alter the resulting direction of the applied force.
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Musculoskeletal System and Machines
  • Three types of machines in the body
    • Levers
    • Wheel and axles
    • Pulleys
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Levers
  • A rigid bar that turns about an axis of rotation, or fulcrum.
  • The lever rotates around the axis of rotation as a result of a force (Effort, E) being applied to it to cause its movement against a resistance, R.
  • Bones are rigid bars, joints are levers, muscles provide the Effort force.
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Three types of Levers
  • First Class:  EFR


  • Second Class: FRE


  • Third Class: FER


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First Class: EFR
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Second Class: FRE
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Third Class: FER
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Laws of motion
  • First Law of motion:  A body in motion tends to stay in motion at the same speed in a straight line unless acted upon by an unbalanced force; a body at rest will tend to stay at rest until acted upon by an unbalanced force.
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Second Law of Motion:  Law of Acceleration
  • A change in the acceleration of a body occurs in the same direction as the unbalanced force that caused it.  The change in acceleration is directly proportional to the force causing it and inversely proportional to the mass of the body.
  • Force = mass x acceleration
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Second law of motion: Also known as the law of momentum
  • F = ma
  • Since a = Dv/Dt = (vf – vi)/ (tf – ti)
  • F = m (vf – vi)/ (tf – ti)
  • F = (m vf - m vi)/ (tf – ti)
  • mv is momentum
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Third Law of Motion:  Law of reaction
  • For every action there is an equal and opposite reaction.