biomechanics week 3 angular kinematics

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15 Terms

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kinematics

the study of motion

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angular kinematics

the study of angular motion

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measuring angles

  1. an angle is created between 2 lines

  2. the point at which these 2 lines meet is the centre of a rotation joint

<ol><li><p>an angle is created between 2 lines</p></li><li><p>the point at which these 2 lines meet is the centre of a rotation joint </p></li></ol><p></p>
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units of measurement ( angular measurement)

  1. degrees

  2. radians (rad) 1 rad = 57.3 degrees

  3. Revolutions (rev) 1 rev = 360 degrees

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conversions

  1. converting radians into degrees: multiple by 180 and divide by pi

  2. converting degrees into radians: multiply by pi and divide by 180

  3. concerting degrees into revolutions: divide by 360

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determining direction in angular kinematics

  1. clockwise and anti clockwise

  2. an anticlockwise rotation is a positive direction of movement

  3. a clockwise rotation is a negative direction of movement

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types of angles

absolute angle, an absolute is measured from an external frame of reference ( this can be a horizontal line measured from the centre of rotation or horizontal line)

<p>absolute angle, an absolute is measured from an external frame of reference ( this can be a horizontal line measured from the centre of rotation or horizontal line)</p><p></p><p></p>
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Relative Angles

  1. a relative angle is formed between two limb segments

  2. a relative angle can be defined as degrees of flexion or most commonly as the angle formed at the centre of rotation (joint centre)

<ol><li><p>a relative angle is formed between two limb segments </p></li><li><p>a relative angle can be defined as degrees of flexion or most commonly as the angle formed at the centre of rotation (joint centre)</p><p></p></li></ol><p></p>
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calculating displacement

the angle between the final position and the initial position

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angular velocity

angular displacement is the change in angular displacement per unit time:

  1. change in angular position divided by change in time

  2. can be measure in degrees or rads

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angular acceleration

angular accelaration is the change in angular velocity per unit time.

  1. change in angular velocity divided by time or more simple speed divided by time

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angular position and displacement

  1. angular displacement defines the change in angular position

  2. angular displacement is a vector (a vector has magnitude and direction)

Fig09-17

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angular displacement

= final position - initial position

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angular velocity

angular displacement divided by change in time (seconds)

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angular acceleration

= change in angular velocity divided by change in time (seconds)