Kinematic analysis Of Performance 2 Flashcards

1
Q

Phases of tennis serve (6)

A
Ankle flexes/extends
Knee flexes/extends
Upward movement begins with GRF (ground reaction force)
Trunk rotates
Arm flexes/extends
Ball strike
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2
Q

Order of peak flexion in tennis serve

A

Ankle, knee, hip, shoulder, elbow, wrist

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3
Q

Order and magnitude of peak velocities in tennis serve

A

Ankle, knee, hip, shoulder, elbow, wrist

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4
Q

Describe kinematic chain in terms of velocities

A

Over time there’s a build up of velocity

Whatever end point velocity is, is what’s transferred into the ball

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5
Q

Describe contributions in kinematic chain to serve velocity

Esp. Leg and trunk functions

A

Every segment has its own velocity contribution

Legs and trunk provide good base for other segments to rotate upon

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6
Q

Contributions to serve velocity (figures)

Segment rotation - legs and trunk?

A

10-20%

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7
Q

Contributions to serve velocity (figures)

Segment rotation - upper arm?

A

10%

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8
Q

Contributions to serve velocity (figures)

Segment rotation - forearm?

A

40%

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9
Q

Contributions to serve velocity (figures)

Segment rotation - hand?

A

30%

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10
Q

Force in the system:

What is force produced by/ what triggers the K chain?

A

Ground reaction force (GRF) muscles

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11
Q

2 vital pieces of information you need to know when analysing performance using K chain?

A

1) proximal to distal timing of peak joint flexion

2) proximal to distal timing of peak velocities

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12
Q

Purpose of kinematic chain?

A

Each segment accelerates then decelerates and stabilises, providing a base of acceleration for next segment in chain

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13
Q

When should peak velocity be attained in the K chain?

A

Peak velocity is desired to coincide with impact/release

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14
Q

Consequences of injury to Kinematic chain?

A

‘Chain is only as strong as the weakest link,
Segment drop out can cause over compensation by other segments
Reduces the accumulation of motion
Reduces end point velocity

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15
Q

Units of
Vt
r
angular velocity

A

Vt = m.s-1
r = m
Angular velocity = rad.s-1

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16
Q

If radius length or angular velocity is increased, ……………… Increases

A

Tangential velocity increases

17
Q

How to convert degrees to radians

A

x degrees / 57.3

18
Q

Convert revs into radians

A

1 Rev = 360 degrees
x revs X 360 = x degrees
x degrees / 57.3 = radians

19
Q

Another name for linear velocity

A

Tangential velocity

20
Q

Literature example of linear and angular velocity:
Author and year
Nature of study (what’s involved)
Results (X3)

A

Dörge et al 2001

Dominant vs non dominant footed kicking

Foot velocity influenced by knee linear velocity and shank angular velocity

Faster ball velocity in dominant foot
Similar knee velocity
Faster shank angular velocity in dominant foot

21
Q

Ascending order of Linear velocities for novice kicker

A

Hip, knee, ankle, foot

22
Q

Limitation of analysing tennis serve

Can result in…

A

In 2D analysis, joint ventures are out of view as the serve moves into the 3D plane therefore needs to be observed in 3D with the use of multiple cameras
Results in inaccurate angle measurements