Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
42 Cards in this Set
- Front
- Back
Kinesiology
|
the study of motion
|
|
Physical Therapy
|
the assessment and treatment of pain and motor dysfuction
|
|
motion as a cause of dysfuction
|
overuse injury, loose shoulder
|
|
motion as a sign of dysfuction
|
parkinsons disease, stroke, neuro
|
|
motion as a cure for dysfuction
|
providing exercise, stretching...
|
|
kinesiology includes four components
|
neuroscience, exercise physiology, motor control, and biomechanics
|
|
biomechanics
|
the study of forces that are applied to the outside and inside of the body, and the body's reaction to those forces.
|
|
Rigid body mechanics
|
how much force the body needs to resist movement. Not interested in how it deforms
Ex: position, velocity, acceleration, force, power, motion/loading of joints and segments |
|
fluid body mechanics
|
forces acting on fluids, like the blood cells through the capillaries
|
|
Deformable body mechanics
|
looking at teh tensile/compressive stress. How much force is needed to make it bend, or break?
Ex: stress, strain, stiffness, tissue level (how the stress plays out at the tissue level) |
|
Rigid body mechanics
1. Statics: 2. Dynamics: |
Statics: not moving but still there is force being applied
Dynamics: movement when force is applied |
|
Dynamics have two components
|
1. Kinematics (motion itself... velocity, acceleration)
2. Kinetics (force) |
|
Statics has only one component
|
1. Kinetics (force)
|
|
Kinematics
|
the study of the description of motion in 2 or 3 dimentional space. This is not in consideration of the forces that produced it.
-- It is relavent in time, need to see the movement relative to time |
|
Kinematic variables (5)
|
time, position, displacement, velocity, acceleration
|
|
velocity
|
chance in position/ change in time
(is the slope of a displacement graph) |
|
acceleration
|
change in velocity/ change in time
(slope of a velocity graph) |
|
Types of motion:
|
1. Linear
2. Angular |
|
Linear
|
linear, and curvilinear (when the head is bobbing up and down but translating across the room when you're walking)
|
|
Angular
|
shoulder flexion. Fixed point, with motion distally. Most joints have this
|
|
Human motion
|
is usually a combination of both linear and angular motion
|
|
translatory and rotary motion
|
not either linear or angular, but more of a combination of the two
|
|
frontal plane movement
|
abduction/adduction.
side flexion inversion/eversion radial/ulnar deviation |
|
sagittal plane
|
flexion/extension
dorsiflexion/plantarflexion counternutation |
|
transverse plane
|
rotation (internal/external, medial/lateral)
horizontal abduction/ adduction away and towards the midline in the transverse plane |
|
axis of rotation
|
bones rotate about an axis of rotation. It is perpendicular to the plane of motion
it is usually on the convex surface |
|
convex/concave surface
|
convex surfaces= roll and slide oppositely
concave surfaces= roll and slide in the same direction |
|
arthrokinematics
|
roll (multiple surfaces on multiple surfaces), slide (multiple surfaces on one surface), spin (one surface on one surface)
|
|
open kinematics-
closed kinematics |
open= distal end moving
closed= distal end fixed |
|
accessory motions
|
linear translations (anterior/posterior), (medial/lateral), (superior/inferior), (compression/distraction)
|
|
clinical application of accessory motions
|
hypermobile (too much)
hypomobile (too little) |
|
degrees of freedom
(total) angular linear |
6 total
3 linear 3 angular |
|
scalar variable
|
only has a magnitude, mass and/or distance
|
|
vector
|
has a magnitude and a direction (velocity, force, moment)
|
|
adding/subtracting vectors
|
always go head to tail, first, second thirt and so on vectors...
|
|
qualitative
|
description (increased/decreased motion, weak/strong muscles)
|
|
quantitative
|
angles, forces (numbers)
|
|
biomechanics research tools
|
motion capture, force plates
|
|
Newton's first law
|
an object in motion tends to stay in motion unless external forces act on it
|
|
Newton's second law
|
F= ma
|
|
Newton's third law
|
for every action there is an equal and opposite reaction
|
|
right triangle... pythagorean theorem
|
a2+b2= c2
|