Module 1-3 Flashcards

1
Q

what are internal mechanics?

A

mechanical factors that produce and control movement from inside the body (muscle action, ligaments)

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2
Q

what are external mechanics?

A

mechanical factors affecting the body from without (gravity, brick falling on your head, car accident)

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3
Q

what is an idealized force vector?

A

a single force vector representing the net effect of all force vectors to simplify computation

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4
Q

what is the CoM?

A

a single point about which a body’s mass is equally distributed - not always located within the body

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5
Q

what is the equation for moment of force?

A

M = d x F (moment = moment arm x force; measured in N)

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6
Q

what is the moment arm?

A

the perpendicular distance from the axis of rotation to the line of force action

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7
Q

what is the formula for pressure?

A

p = F/A (pressure = force / area; measured in Pa or Nm²

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8
Q

what does active balancing involve?

A

keeping the CoM above and within the base of support

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9
Q

what is the CoP?

A

weighted average location of all downward forces acting on the ground - location depends on foot placement and neuromuscular response to maintain balance

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10
Q

what are the CoP equations?

A

CoPx = -My/Fz ; CoPy = Mx/Fz

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11
Q

how many degrees of freedom are in AP & ML standing balance?

A

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

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12
Q

what is the concept of four-bar linkage?

A

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

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13
Q

what happens to ML standing balance as stance width increases?

A

the same hip movement produces a greater moment on the four-bar linkage; inertia decrease

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14
Q

define load

A

an externally applied force

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15
Q

define deformation

A

change in shape of a body when a load is applied

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16
Q

define material mechanics

A

internal response of materials to externally applied loads

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17
Q

define stress

A

resistance developed by tissue when externally loaded; categorized as compressive, tensile, or shear

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18
Q

what is the formula for stress?

A

σ = F/A (stress = force / area; measured in Pa)

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19
Q

how do we compare stress applied to different tissues?

A

normalize it by dividing the force applied over the area of the tissue; tissues with greater area will be more stiff

20
Q

define strain

A

deformation of tissue subjected to external load; also categorized as compressive, tensile, or shear

21
Q

what is the formula for strain?

A

ε = (l - l₀) / l₀ (strain = (final length - initial length) / initial length)

22
Q

how can we define stiffness?

A

the slope of the load-deformation curve; opposite of stiffness is compliance

23
Q

what is Hooke’s law?

A

stress and strain are linearly related; note that biological tissues don’t always behave linearly due to their fluid components

24
Q

what is the Hooke’s law equation?

A

σ = E x ε (stress = elastic modulus x strain)

25
Q

what is load stiffness of the human body equal to?

A

mgh; remember the small angle approximation

26
Q

what is viscoelastic tissue?

A

living tissue with water components, the path that the tissue follows after unloading differs from the path taken during loading; energy loss occurs during deformation

27
Q

define energy

A

the capacity for doing work

28
Q

define work

A

the energy in the process of transfer from one physical system to another

29
Q

what is potential energy?

A

the energy that a physical system stores because of its position (ex: springs)

30
Q

what is gravitational potential energy?

A

energy is stored in a physical system
because of its vertical position or height in a gravity field

31
Q

what is kinetic energy?

A

the energy that a physical system possesses due to its motion

32
Q

how can energy expenditure during locomotion be measured?

A

by measuring oxygen consumption and/or production or carbon dioxide as well as heat radiation from the human body

33
Q

how we minimize energy expenditure during walking?

A
  1. exchange between Ek and , we simply fall forward and then step to catch ourselves, muscles only have to restore a small amount of energy that is not recovered
  2. some muscles are inactive during the swing phase to use less energy
34
Q

what is an example of energy dissipation in the gait cycle?

A

there is negative work done at the end of the gait cycle to prevent the leg forward

35
Q

gait cycle: what is double support?

A

when both feet are on the ground

36
Q

gait cycle: what events are in the first part of the diagram?

A

right single support, right stance phase, left swing phase

37
Q

gait cycle: what events are in the second part of the diagram?

A

left single support, right swing phase, left stance phase

38
Q

gait cycle: what is the cycle (stride) duration?

A

the time from a heel strike to the next heel strike on the same side

39
Q

define step length

A

the length from the heel of one foot to the heel placement of the other foot in the next step

40
Q

define step width

A

the perpendicular distance between foot placement of steps

41
Q

define muscle architecture

A

muscle fiber arrangement relative to the axis of force generation (angle usually varies between 0-30 at rest)

42
Q

what is physiological cross-sectional area (PCSA)?

A

the sum of the cross-sectional areas of all fibers in a muscle (numbers of sarcomeres in parallel); directly proportional to the maximum tetanic tension generated by the muscle

43
Q

what is the formula for PCSA?

A

muscle mass (g) x cosθ / muscle density x fiber length

44
Q

what is muscle fiber length proportional to?

A

fiber excursion and velocity; fibers in pennate muscles is typically much shorter and have smaller excursion

45
Q

what is passive tension created by?

A

elongation of titin or connective tissue components of muscle (fascia, tendon)

46
Q

what are the components of Hill’s muscle model?

A

contractile component (CE)
series elastic component (SEC)
parallel elastic component (PEC)