Linear Motion Flashcards

1
Q

Definition of linear motion

A

Movement of a body in a straight or curved line where all parts move the same distance, in the same direction over the same time

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2
Q

Definition of direct force

A

Force applied through the centre of mass resulting in linear motion

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3
Q

Definition of centre of mass

A

The point at which a body is balanced in all directions. The point from which weight appears to act

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4
Q

What does linear motion result from?

A

Results from a direct force being applied to a body, where the force is applied directing to the centre of a body’s mass

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5
Q

What are examples of linear motion in sport?

A

Water skier, bobsleigh, skeleton, luge

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6
Q

What is the definition of distance?

A

The total length covered from start to finish positions

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7
Q

What are the units for distance?

A

meters (m)

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8
Q

What is the definition of displacement?

A

The shortest straight line route from start to finish positions

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9
Q

What are the units of displacement?

A

meters (m)

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10
Q

What is the definition of speed?

A

The rate of change in distance

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11
Q

What are the units for speed?

A

m/s

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12
Q

What is the calculation for speed?

A

Speed = distance / time

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13
Q

Definition of velocity

A

The rate of change in displacement

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14
Q

What are the units for measuring velocity?

A

m/s

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15
Q

What is the equation to calculate velocity?

A

Velocity = displacement / time

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16
Q

Definition of acceleration

A

The rate of change in velocity

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17
Q

What are the units for acceleration?

A

m/s/s

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18
Q

What is the equation for calculating acceleration?

A

Acceleration = (final velocity - initial velocity) / time

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19
Q

Definition of deceleration

A

The rate of change in velocity (decrease or negative)

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20
Q

What are the units of deceleration?

A

m/s/s

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21
Q

What is the equation to calculate deceleration?

A

Deceleration = (final velocity - initial velocity) / time

22
Q

What is the equation to calculate distance?

A

Distance = speed x time

23
Q

How can we calculate acceleration using F=MA?

A

Acceleration = force / mass

24
Q

What are the three different graphs of linear motion?

A

distance/time
speed/time
velocity/time

25
What axis is time on for linear motion graphs?
X-axis
26
What are distance/time graphs?
Show the distance a body travels over time
27
Definition of gradient
The slope of a graph at a particular moment in time
28
How do you calculate gradient?
chance in y axis / change in x axis
29
In a distance/time graph what does the gradient indicate?
The speed of a body at ant point and will show whether the body is at rest, constant speed, accelerating or decelerating
30
How can you calculate speed from a distance/time graph?
Speed = distance / time
31
Will a distance/time graph go down?
No, as distance will only increase because it is a measure of size only
32
What is the distance/time graph for rest?
33
What is the distance/time graph for constant speed?
34
What is the distance/time graph for acceleration?
35
What is the distance/time graph for deceleration?
36
What does a speed/time graph show?
The speed of a body overtime
37
What does the gradient show for a speed/time graph?
The acceleration of a body at a particular instant and will show whether the body is at rest, constant speed, accelerating or deceleration
38
What is the speed/time graph for constant speed?
39
What is the speed/time graph for acceleration?
40
What is the speed/time graph for deceleration?
41
How can you measure distance from a speed/time graph?
Measured as an area under the speed/time curve
42
What does a velocity/time graph show?
The velocity of a body over time
43
What does the gradient of a velocity/time graph show?
The acceleration at a particular instant, shows if the body is at rest, uniform velocity, accelerating or decelerating
44
Explain what is shown by the line above and below the horizontal line in a velocity/time graph?
Above - movement away from the start point Below - movement back towards the starting point
45
Explain what is happening at each point on this velocity/time graph?
A-B - Ball is hit, stick applies force to the ball, acceleration occurs, increasing velocity B-C - Maximum velvety is reached as ball leaves the stick. Uniform velocity C-D - Rapid deceleration, decreasing velocity as ball hits the post D - Velocity is 0, the ball has become stationary D-E - Acceleration, increasing velocity in the opposite direction. Ball changes direction during the rebound, post applies a force to the ball. At point E the ball has maximum velocity in the new direction
46
Relate A-B this velocity/time graph to newtons laws
Newtons 1st law: the player applies a large external force to the ball causing a change in state of motion Newtons 2nd law: The larger the force applied by the stick to the ball, the greater the acceleration towards the goal
47
Relate B-C on this velocity/time graph to newtons laws
Newtons 1st law: Opposing forces are balanced, net force = 0/ there is not net force acting on the ball
48
Relate C-D on this velocity/time graph to newtons laws
Newtons 3rd law: The ball apples are force to the post, the post applies an equal and opposite reaction force on the ball, causing it to change shape of motion
49
Relate D-E on this velocity/time graph to newtons laws
Newtons 3rd law: The post applies are reaction force to cause a change in state of motion of the ball in the opposite direction
50
Explain what is happening at each point of this velocity/time graph showing the motion of a ball being passed between two players
A-B - Acceleration, player A applied a force to accelerate the ball towards player B B-C - Deceleration, player B cushioned the ball towards decrease it to a resting position at point C C-D - Rest, player B controls the ball and prepares to return the pass D-F - Acceleration followed by deceleration in the opposite direction, player B applies a force to the ball, accelerating it back to player A who cushions the ball, decelerating it
51
Is angular motion or linear motion more common in sport and why?
Angular motion is more common due to friction and air resistance