Gravity Vectors
- Load offers varying degrees of resistive force against muscles
- Very little force is required of agonist muscles when load
moves perpendicular to gravity (signified
by orange arrow).
- Perpendicular to gravity = almost 0 effort
- Except for forces required to overcome inertial and maintain
posture for supporting musculature.
- Moderate motive forces are required to overcome resistive
forces when load moves diagonal to to gravity.
- Examples: 30° = effort is half load, 45° = effort
is 71% load
- Also see Incline
Plane
- Greatest resistive forces are offered to agonist muscles
when load moves parallel to gravity.
- Parellel to gravity = 100% load
- Incidentally, rotary forces from working muscle acting upon
load are greatest in Components of Force
Diagram below.
- Orange arrow can also signify
resistive force vector
of pulley cable
with relative positioning of motive
force angles of pull.
- Articulations in isolation follow a curvilinear path
- Load is moved in and out of line of gravity.
- Load tends to be shifted from muscles to skeletal frame and
joints, and vice versa
- Compound
movement seemingly move in a linear motion (line of push
or line of pull)
- Compound movements can be seen as a coordinated combination
of two or more isolated movements
- Beginning posture:
- primarily tension or compression forces on bones and joints
- Execution
- Pushing movements:
- muscles begin to contract eccentrically
- Pulling movements
- muscles begins to contract concentrically
- Arm straight
- weight in hand pulls arms (joint supporting bone) down
- Initiation of flexion with arm straight.
- arm flexors overcome inertia
(see Newton's first law)
- smaller brachialis
has slightly better angle of pull as compared to biceps
at this wide angle
- dumbbell moves nearly perpendicular to gravity offering relatively
low resistive forces.
- with this angle of pull, rotary
force of biceps is weakest
- Approaching 90 degrees
- resistive force (R) progressively increases
- at 30 degrees, approximately 50% of weight * lever arm ratio
- at 45 degrees, approximately 71% of weight * lever arm ratio
- 90 degrees
- resistive force is greatest when path of weight is parallel
to gravity.
- 100% of weight * lever arm ratio
- rotary force of biceps is strongest [see angle of pull above
(2nd diagram above)]
- Travelling beyond 90 degrees
- resistive force progressively decreases
- at 45 degrees, approximately 71% of weight * lever arm ratio
- at 30 degrees, approximately 50% of weight * lever arm ratio
- rotary force of brachialis and then biceps diminishes [see
angle of pull above (3rd diagram above)]
- End of movement or change to eccentric contraction
- antagonist muscles may be activated to overcome inertia
- biceps torque force is only relieved at the flexed position
if slight shoulder flexion positions forearm perpendicular.
Also see Tension
Potential and its impact on force production.
Components of Force
- Definitions:
- Angle of Pull: angle between
muscle insertion and bone on which it inserts.
- Components of Force
- Rotary component: force of a
muscle contributing to bone's movement around a joint axis; greatest
when muscles angle of pull is perpendicular to bone (i.e. 90
degrees).
- Stabilizing component: degree
of parallel forces generated on the lever (bone and joint) when
the muscles angle of pull is less than 90 degrees.
- Dislocating component: degree
of parallel forces generated on the lever (bone and joint) when
the muscle's angle of pull is greater than 90 degrees.
Components of force due to angle of pull
|
|
|
- >90 degrees
- includes stabilizing component
|
- =90 degrees
- 100% rotary force
|
- <90 degrees
- includes dislocating component
|
|
|