Quiz #9 Flashcards

1
Q

The study of the cause of motion in which all points on the object of interest move through the same displacement in the same time
- study of linear forces

A

linear kinetics

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2
Q

Linear kinetics:
- helps identify why injuries occur and how to prevent them
- helps direct conditioning, training, and rehabilitation programs

A

importance from a biomechanical perspective

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3
Q

Any interaction between two objects that causes or has the potential to cause acceleration
- measured in Newtons
- Properties: magnitude, direction, point of application, line of action

A

Force

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4
Q

Types of forces

A
  • non-contact = gravity
  • contact = direct interaction of 2 or more objects (GRF, external forces, friction, fluid resistance, ect)
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5
Q

Sketch that shows a defined system in isolation with all of the force vectors acting on the system

A

free body diagram

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6
Q

Free body diagram:
- Forces acting on the body:

A

a) GRF
b) Friction
c) Fluid or air resistance
d) Gravity or body weight

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7
Q

Identify the 4 external forces on a free body diagram

A

-From left to right-
1. Friction (at heel)
2. Ground reaction force (ball of foot)
3. Gravity (weight of body pulling down)
4. air resistance (at chest)

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8
Q
  • Direct application of newton’s 3rd law (action-reaction)
  • Changes in magnitude, direction, and point of application during contact
A

Ground reaction force (GRF)

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9
Q

Linear Kinetics:
- Ground reaction force
- measured with a force plate
- broken down into 3 components: _, _, _

A
  1. vertical
  2. medial-lateral
  3. anterior-posterior
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10
Q

Characteristic patterns:
- walking
- Bimodal (2 distinct peaks)
- vertical: _
- A/P: _

A
  • vertical: 1-1.5 bw
  • A/P: 0.15 bw
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11
Q

Characteristic patterns:
- running
- Vertical: _
- A/P: _
- Passive peak (heel strike)
- Active peak (forefoot)

A
  • Vertical: 2-5 bw
  • A/P: 0.5 bw
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12
Q

Know graph pattern characteristics for

A
  • walking
  • running
  • jumping
  • landing
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13
Q

Know how to do Law of Cosine calculation

A

THETA = Cos^-1 ((a^2 - b^2 - c^2)/(-2bc))

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14
Q
  • Momentum relationship
  • Changes the momentum of an object
  • ZF = ma
  • ZF = m(DetaV/DeltaT)
  • ZFDeltaT = mDeltaV
A

impulse

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15
Q

change in momentum

A

impulse

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16
Q

impulse =

A

area under force - time curve

17
Q
  • ZFDeltaT = mDeltaV
A

impulse-momentum relationship

18
Q

Ijump = Igrf - Iweight

A

jumping

19
Q

DeltaV = Ipropulsion - Ibrake

A

Walking/running