Module 1-3 Flashcards
what are internal mechanics?
mechanical factors that produce and control movement from inside the body (muscle action, ligaments)
what are external mechanics?
mechanical factors affecting the body from without (gravity, brick falling on your head, car accident)
what is an idealized force vector?
a single force vector representing the net effect of all force vectors to simplify computation
what is the CoM?
a single point about which a body’s mass is equally distributed - not always located within the body
what is the equation for moment of force?
M = d x F (moment = moment arm x force; measured in N)
what is the moment arm?
the perpendicular distance from the axis of rotation to the line of force action
what is the formula for pressure?
p = F/A (pressure = force / area; measured in Pa or Nm²
what does active balancing involve?
keeping the CoM above and within the base of support
what is the CoP?
weighted average location of all downward forces acting on the ground - location depends on foot placement and neuromuscular response to maintain balance
what are the CoP equations?
CoPx = -My/Fz ; CoPy = Mx/Fz
how many degrees of freedom are in AP & ML standing balance?
AP has 1 DoF, at the ankle joint (think of it as an inverted pendulum)
ML has 5 DoF, 2 hip joints, 2 ankle joints, motion of torso relative to lower body that is influenced by changes in stance width
what is the concept of four-bar linkage?
the ankle and hip angles are mechanically coupled, as stance width increases:
a change in ankle angle leads to a larger change in hip angle, proprioceptors at the hip detect motion, CoM excursion increases
what happens to ML standing balance as stance width increases?
the same hip movement produces a greater moment on the four-bar linkage; inertia decrease
define load
an externally applied force
define deformation
change in shape of a body when a load is applied
define material mechanics
internal response of materials to externally applied loads
define stress
resistance developed by tissue when externally loaded; categorized as compressive, tensile, or shear
what is the formula for stress?
σ = F/A (stress = force / area; measured in Pa)
how do we compare stress applied to different tissues?
normalize it by dividing the force applied over the area of the tissue; tissues with greater area will be more stiff
define strain
deformation of tissue subjected to external load; also categorized as compressive, tensile, or shear
what is the formula for strain?
ε = (l - l₀) / l₀ (strain = (final length - initial length) / initial length)
how can we define stiffness?
the slope of the load-deformation curve; opposite of stiffness is compliance
what is Hooke’s law?
stress and strain are linearly related; note that biological tissues don’t always behave linearly due to their fluid components
what is the Hooke’s law equation?
σ = E x ε (stress = elastic modulus x strain)