Biomechanics 2 Flashcards

1
Q

Definition of angular motion

A

movement of a body or part of a body in circular path about an axis of rotation

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2
Q

Definition of eccentric force

A

force applied outside centre of mass resulting in angular motion

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3
Q

Definition of torque

A

measure of turning force applied to body

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4
Q

What is linear motion created by

A
  • direct force

- external force passes through the centre of mass

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5
Q

Name a sporting example in linear motion

A

skeleton bob at top speed

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6
Q

What is angular motion created by

A
  • eccentric force

- external force passes outside the centre of mass

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7
Q

Name a sporting example in angular motion

A
  • gymnastics somersault
  • drive and recovery leg rotating about the hip joint of a runner
  • arm rotating about the shoulder joint of a tennis player serving
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8
Q

What is principal axis of rotation

A

imaginary line that passes through centre of mass about which a body rotates:

longitudinal, transverse and frontal axis

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9
Q

Name the 3 axis’ of rotation

A
  • longitudinal
  • transverse
  • frontal
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10
Q

What is the longitudinal axis

A

-runs from head to toe through the centre of mass

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11
Q

What is the transverse axis

A

from left to right through the centre of mass

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12
Q

What is the frontal axis

A

runs from back to front through center of mass (cartwheel)

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13
Q

Name the 3 descriptors important to angular motion

A
  • angular velocity
  • moment of inertia
  • angular momentum
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14
Q

What is angular velocity

A

rate of velocity at which an object is rotating around a center or a specific point

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15
Q

Give the equation for angular velocity

A

angular displacement / time taken

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16
Q

What is angular velocity measured in

A

rad/s

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17
Q

What is moment of inertia

A

resistance of body to change its state of angular motion/ rotation.

18
Q

Give the equation for moment of inertia

A

sum of (mass x distribution of mass from axis of rotation)

19
Q

What is moment of inertia measured in

A

kgm2

20
Q

Name 2 factors that effect moment of inertia

A
  • mass

- distribution of mass from the axis of rotation

21
Q

Why are complex twists typically performed by athletes with a low mass

A
  • low mass decreases moment of inertia & resistance to change state of rotation
  • so athletes can start rotation, change rate of rotation and stop rotation with ease
22
Q

How does mass affect moment of inertia

A
  • greater the mass the greater moment of inertia

- lower the mass the lower the moment of inertia

23
Q

How does distribution of mass from the axis of rotation affect moment of inertia

A
  • further the mass moves from the axis of rotation, greater the moment of inertia
  • closer the mass moves from the axis of rotation, lower the moment of inertia
24
Q

How does close ‘tucked’ mass distribution affect moment of inertia

A

decreases moment of inertia and the resistance to change state of rotation

25
Q

When running what is the recovery leg’s moment of inertia and why

A

recovery legs mass is distributed close to axis of rotation at hip so moment of inertia is low

-resistance to rotation is low and leg moves back to ground quickly

26
Q

When running what is the drive leg’s moment of inertia and why

A

drive legs mass is distributed far from axis of rotation at hip so moment of inertia is high

-resistance to rotation is high and leg moves slowly

27
Q

How does moment of inertia effect angular velocity

-when moment of inertia is high

A
  • when moment of inertia is high- resistance to rotation is also high
  • so angular velocity is low and so rate of spin is slow
28
Q

How does moment of inertia effect angular velocity

-when moment of inertia is low

A
  • when moment of inertia is low- resistance to rotation is also low
  • so angular velocity is high and so rate of spin is fast
29
Q

What is angular momentum

A

quantity of angular motion possessed by a body

30
Q

Give the formula for angular momentum

A

moment of inertia x angular velocity

31
Q

What is angular momentum measured in

A

Kgm2rad/s

32
Q

What is the conservation of angular momentum

A

angular momentum is a conserved quantity which remains constant unless an external force or torque is applied

33
Q

How do you rotate around an axis

A
  • angular momentum must be generated

- preparation phase: eccentric force or torque must be applied

34
Q

What is linear motion

A

movement of body in straught or curved line where all parts move same distance, in same direction over same time

35
Q

What is direct force

A

force applied through centre of mass resulting in linear motion

36
Q

What is distance and what is it measured in

A

total length covered from start to finish

-measured in metres (m)

37
Q

What is displacement and what is it measured in

A

shortest straight line rout from start to finish

-measured in metres (m)

38
Q

What is speed, what is it measured in, formula

A

rate of change in distance

-measured : (m/s) (s) (m)

speed = distance / time taken

39
Q

What is velocity, what is it measured in, formula

A

rate of change in displacement

-measured: (m/s) (s) (m)

velocity = displacement / time taken

40
Q

What is acceleration, what is it measured in, formula

A

rate of change in velocity

-measured: (m/s/s) (m/s) (s)

acceleration = (final velcocity - initial velocity) / time taken