Biomechanics Flashcards
Kinematics
Study of Motion…not the causes of it! (KineMaticsKM=M[otion])
Kinetics
Study of Forces that cause motion.
Translation
All parts move through the same distance, at the same time, in parallel paths at equal velocity. Rotation is translation around a joint. If there is no rotation, translation is zero (think of arm hanging straight at side while standing).
Traction
The force is used to pull along the long axis for the limb. E.g. the long axis for the GH joint is parallel to the glenoid fossa, or along the length of the arm
Distraction
A special case of traction that is perpendicular to the joint surface. Example: pulling the head of the humerus away from the capsule before pulling it inferiorly (traction).
Rotation
A special case of translation that occurs around a joint.
Osteokinematics:
the motion of bones relative to the three cardinal planes of the body. (Ex. Frontal plane is where lateral flexion, ab-/adduction occur.
Arthrokinematics:
describes the motion that occurs between the articular surfaces of joints (ex. Concave convex rule).
Do the axes of joint motions fall perpendicular to cardinal planes? Explain
No, they do not. It is only possible with a perfect sphere for the convex part of the joint. All convex members of joints in the body are imperfect spheres with changing surface curvatures.
Horizontal (Transverse) Plane
Axial rotation, Internal (medial)/External (lateral) rotation (bisects the body into top and bottom halves).
Frontal Plane
Ab-/Adduction, Lateral flexion, Radial/Ulnar deviation, Eversion/Inversion (bisects the body into front and back).
Sagittal Plane
(bisects the body into right and left sides) Flexion/Extension, Dorsiflexion/Plantarflexion.
What might altar degrees of freedom?
- Pain
- Joint effusion
- Soft tissue tightness
Ovoid
convex on concave joint, but in the shape of an egg (imperfect sphere) and an egg cup. Most joints in the body actually fit this description, contributing to their accessory motions that are outside their given planes of movement.
Sellar
surface looks convex in one view and concave in another, corresponding surface is the opposite. (Saddle joint)