1.3b biomechanics linear motion Flashcards

1
Q

what is linear motion

A

movement of a body in a straight or curved line where all parts move the same distance and direction

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2
Q

how is linear motion created

A

a direct force is applied to a body, where the force is applied directly to/through the com

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3
Q

distance

A

total length of the path covered from start to finish

distance (m) = speed (m/s) / time (s)

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4
Q

displacement

A

the shortest straight line route from start to finish

displacement (m) = velocity (m/s) / time (s)

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5
Q

speed

A

the rate of change in distance

speed (m/s) = distance (m) / time (s)

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6
Q

velocity

A

the rate of change of displacement

velocity (m/s) = displacement (m) / time taken (s)

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7
Q

acceleration/deceleration

A

-the rate of change in velocity

acceleration (m/s2) = (final - initial velocity (m/s)) / time taken (s)

acceleration (m/s2) = force (n) / mass (kg)

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8
Q

what is angular motion

A

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

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9
Q

how is angular motion applied

A

from an eccentric force applied to a body and outside of the com

TORQUE - turning or rotational force

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10
Q

how to remember axis of rotation

A

sam talks for far too long

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11
Q

how does movement at a joint take place

A

along a plane and about an axis

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12
Q

sam talks - flexion and extension

A

occurs along the sagittal plane
about the transverse axis

eg somersault

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13
Q

for far - abduction and adduction

A

occurs along frontal plane
about the frontal axis

eg cartwheel

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14
Q

too long - horizontal flexion and extension

A

occurs along transverse plane
about longitudinal axis

eg rotating in circle when discuss throwing

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15
Q

how is angular motion measured

A

radians (rad)
1 rad = 57.3 degrees

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16
Q

what is angular velocity

A

-the rate of change in angular displacement
-rate of rotation

17
Q

how do you calculate angular velocity

A

angular velocity (rad/s) = angular displacement (rad) / time taken (s)

18
Q

what is moment of inertia

A

the resistance of a body to change its state of angular motion or rotation

19
Q

how do you calculate moment of inertia

A

moment of inertia (kgm2) = sum of (mass (kg) x distribution of mass from axis of rotation2 (m2))

20
Q

what is angular momentum

A

the quantity of angular motion possessed by a body

21
Q

angular momentum calculation

A

angular momentum (kgm2rad/s) = moment of inertia (kgm2) x angular velocity (rad/s)

22
Q

what factors affect moment of inertia

A

mass

distribution of mass

23
Q

effect of mass on moment of inertia

A

greater mass = greater MI = slower rate of spin

24
Q

effect of distribution of mass on moment of inertia

A

the further the mass moves from the axis of rotation, the greater the moment of inertia

diver move into tucked position to increase angular motion and motion of inertia. stretch out into dive to slow this down

25
Q

what is the angular analogue of newton’s 1st law of motion

A

a rotating body will continue to turn about its axis of rotation with constant angular momentum unless acted upon by an eccentric force or external torque

26
Q

what relationship does moment of inertia and angular velocity have

A

inverse relationship

one high = other low

27
Q

what is conservation of angular momentum

A

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

28
Q

principles of angular momentum

A

-angular momentum can’t be changed when in flight

-moment of inertia can be manipulated to effect angular velocity
-increase rate of spin or decrease, depending on desired effect

29
Q

what are fluid mechanics

A

the study of the forces acting on a body travelling through air (AR) or water (drag)

30
Q

effect of velocity on fluid mechanics

A

greater velocity = greater ar/d

31
Q

effect of mass on fluid mechanics

A

greater mass = greater ar/d

32
Q

effect of frontal cross-sectional area on fluid mechanics

A

greater cross sectional area = greater ar/d

swimmer diving into pool with arms tight to head

33
Q

effect of streamlining on fluid mechanics

A

greater streamlining = lower ar/d

sprint cyclist wearing teardrop helmet to make themselves streamlined

34
Q

effect of surface characteristics on fluid mechanics

A

smoother the surface characteristics = lower ar/d

sprinter wearing lycra