Biomechanics Principles Flashcards

1
Q

Define the law of inertia

A
  • resistance to change in linear velocity
  • all objects have it
  • all changes in linear motion must overcome it
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2
Q

Newton’s 1st law

A

body at rest (or constant velocity) doesn’t change unless acted upon by external force (or torque)

  • an object at rest will stay at rest unless acted upon
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3
Q

Newton’s 2nd law

A

acceleration of a body is proportional to the force (or torque) causing it, occurs in the direction of application, and is inversely proportion to its own mass

  • F = m x a
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4
Q

Newton’s 3rd law

A

all forces (or torques) have equal, and oppositely directed, forces (or torques)

  • all actions have an equal and opposite reaction
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5
Q

Define center of mass (COM)

A

point at which mass is evenly distributed/balanced

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6
Q

Where is the center of mass (COM) located for the total body

A

anterior to 2nd sacral vertebra

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7
Q

Define base of support (BOS)

A

contact perimeter of the area of reaction force application (ex: in standing, boundary containing the feet or other limb/device)

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8
Q

Define mass moment of inertia

A

the rotational analog of inertia (I = m x ρ^2)

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9
Q

Define acceleration

A

the rate of change of velocity

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10
Q

Equation for Newton’s 2nd law for rotational

A

T = I x α

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11
Q

Equation for momentum

A

p = m x v

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12
Q

Equation for impulse linear and rotational

A

Linear: F x t = m x Δv
Rotational: T x t = I x Δω

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13
Q

Define impulse

A

change in momentum

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14
Q

Equation for work

A

Work = Force x Displacement

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15
Q

Equation for potential energy

A

PE = m x g x h

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16
Q

Equation for linear and angular kinetic energy

A

KE Linear = 1/2 x m x v^2

KE Angular = 1/2 x I x ω^2

17
Q

Equation for power

A

Power = Work / Time

18
Q

Define anthropometrics

A

the measurement of humans

19
Q

Purpose of a free body diagram

A

shows interaction between body and its environment

20
Q

Define global/laboratory reference frames/coordinate frames

A

refers to an external, world-based, non-moving coordinate system

21
Q

Define local/relative reference frames/coordinate frames

A
  • a coordinate system attached to a segment

- move with respect to world and other segments