Angular Kimematics - Joint Angles In Running Flashcards
5 assumptions when digitising
Skin markers represent underlying bone and joint movements ( could surgically insert markers but is invasive)
Skin movement is 0
No ‘wobbly’ mass
Segments of body are Rigid and are represented by straight lines joining skin markers
2D joint rotations only ( in a Sagittal plane)
5 positions of markers when analysing joint angles in running
HIP 1cm posteriorly KNEE 1cm anteriorly (lateral epicondyle) ANKLE on the bone MTP base of big toe HEEL calcaneus
In degrees, what is absolute zero?
What does it look like?
180 degrees
Completely straight leg
Phases of ground contact in knee (in order)
Foot strike
Initial support
Mid stance
Toe off
Describe foot strike of knee (flex, ext, angle value)
10 degrees flexion
Describe initial support of knee
Cushioning flexion
Reduces shock wave
Describe mid stance of knee (flex, ext, angle value)
Peak/max flexion
38 degrees
Describe toe off in knee (flex, ext, angle value)
13 degrees extension
Phases of ground contact in ankle (in order)
Foot strike
Initial support
Mid stance
Toe off
Describe foot strike in ankle (flex, ext, angle value)
90 degrees flexion
Describe initial support in ankle
Small amount of plantar flexion
Describe mid stance in ankle (flex, ext, angle value)
108 degrees dorsal flexion
Describe toe off in ankle
Plantar flexion
Swing phase
Flexion following the extension to get the next step
Max amount of flexion as leg is pulled up into next step
Draw knee angle time history
X axis = time (m/s) 0 to 60
Y axis = knee angle (degrees) 0 to 200
Max angle = max knee flexion (when the angular convention is in front of the knee)
Curve = 10 degrees until 40, up to 50 degrees at 100, down to 200