3.2 Forces in action Flashcards

1
Q

Net force (N) =

A

Mass(Kg) x acceleration (ms-2)

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2
Q

Tension

A

If a string is pulled tight, tension is the force pulling equally on the object at wither end of the string

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3
Q

Normal contact force

A

if an object exerts a force on a surface, the surface exerts an equal but opposite force on the object. The force acts perp to the surface

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4
Q

Weight=

A

Mass x Gravity

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5
Q

Frcition

A

if an object is moving it usually has a friction force acting on it in the opposite direction to motion.

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6
Q

Centre of gravity

A

The point where the entire weight of an object seems to act

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7
Q

centre of mass

A

The point where the entire mass of an object seems to be concentrated

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8
Q

How do you find the centre of mass for a regular object?

A

centre of mass is at the centre where the lines of symmetry cross, halfway through the thickness of the object

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9
Q

How do you find the centre of mass for an irregular object?

A
  1. Hang the object from a point freely
  2. draw a vertical line downwards from the point of suspension (use plumb bob to get exactly vertical)
  3. Hang object from different point
  4. Draw another vertical line down
  5. Centre of mass is where the lines cross
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10
Q

An object will be nice and stable if?

A

Low centre of mass and wide base area

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11
Q

When does an object topple over?

A

if a vertical line drawn downwards from its centre of mass falls outside its base area. This is because of the moments about the pivot

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12
Q

What are the 2 main types of friction?

A

Contact friction between solid surfaces

fluid friction

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13
Q

What factor effect drag for an object travelling through air?

A

Velocity
density of fluid/ viscosity of fluid
shape and size of object

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14
Q

What are the 3 things to remember about friction?

A

They act in the opposite direction to the motion of the object

They can never speed things up or start something to move

They convert kinetic energy into heat energy

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15
Q

Describe the 3 main stages of reaching terminal velocity for a car

A
  1. The car accelerates from rest using a constant driving force
  2. As the velocity increases, the resistive forces increases, this reduces the resultant force on the car and hence reduces its acceleration
  3. Eventually the car reaches a velocity at which the resistive forces are equal to the driving forces. There is now no resultant force and no acceleration, so the car carries on at constant velocity
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16
Q

What’s the graph for terminal velocity like?

A

Velocity against time graph start of positive steep then levels of. (Like the side of a Christmas pudding)

Acceleration time graph starts up high has negative steep gradient and levels of at the bottom (it has a slight backwards s shape to it)

17
Q

Describe a parachutist falling?

A
  1. Sky diver leaves plane and will accelerate until air resistance = weight
  2. He will then be travelling at terminal velocity
  3. They will open the parachute immediately increasing air resistance so it is now n=bigger then than his weight
  4. This slows him down until his speed has dropped enough for the air resistance to be equal to his weight again. This new terminal velocity is small enough so you don’t die
18
Q

Describe the velocity time graph for a parachutist

A

Steep positive gradient slowly levelling off, (Terminal velocity initially) then parachute opens so steep negative gradient and then levels of (New terminal velocity)

19
Q

How do you measure the terminal velocity of a ball bearing?

A
  1. Put elastic bands around a tube of viscous liquid at fixed distances using a ruler
  2. Drop the ball bearing into the tube, and use a stopwatch to record the time at which it reaches each elastic band. Record results in a table
  3. Repeat few times to reduce random error effects, Use magnet to remove ball from tube
  4. Calculate the times taken by the ball bearing to travel between consecutive elastic bands and calculate the average velocity between each pair of elastic bands
  5. You should find the avg velocity increases at first, then stays constant.
20
Q

Density=

A

Mass/volume

21
Q

A solid object will float on a fluid if?

A

it has a lower density than the fluid`

22
Q

Pressure=

A

Force/Area

Height x density x acceleration due to gravity

23
Q

Newton

A

Force required to give 1 Kg mass an acceleration of 1 m/s

24
Q

Upthrust

A

upwards force that fluids exert on objects that are completely or partially submerged in the fluid. Caused as the top and bottom of a submerged object are at different depths

25
Q

Archimedes principle

A

an object completely or partially submerged in a fluid experiences upthrust = to the weight of the fluid displaced

26
Q

How do submarines make use of Archimedes principle?

A

To sink, large tanks are filled with water to increases the weight of the submarine so that it exceeds the upthrust.
To rise to the surface, the tanks are filled with compressed air to reduced the weight so that its less then upthrust.

27
Q

Moment of a force (Nm)=

A

Force (N) x Perpendicular distance from pivot (m0

28
Q

What’s the principle of moments?

A

For a body to be in equilibrium, the sum of the clockwise moments about a point is = to the sum of the anticlockwise moments about the same point

29
Q

In a lever a _____force acts against a ____force by means of a ____object rotating around a _____

A

In a lever a effort force acts against a Load force by means of a Rigid object rotating around a Pivot

30
Q

A Couple

A

Pair of forces of equal size that act parallel to each other but in opposite directions.

31
Q

What does a couple produce?

A

Torque (a turning force)

32
Q

Torque of a couple (Nm)=

A

size of one of the forces (N) x perpendicular distance between the forces (m)

33
Q

The DVD is dropped from rest. The circular face remains horizontal as it falls. The DVD does
not reach terminal velocity before it hits the ground.
Describe and explain how the acceleration of the DVD varies from the instant it is dropped
until just before it hits the ground

A

At the start, acceleration = g (because there is no drag)

Drag increases (as its speed increases / accelerates)

net force decreases or net force < weight

(As it falls) acceleration decreases / (As it falls) acceleration < g

34
Q

why cant f=ma not be applied to particles travelling at speeds close to speed of light?

A

The mass of particles increases at its speed gets

closer to the speed of light

35
Q

state 2 conditions that apply when an object is in equilibirum

A

Net force = 0

Net moment / torque = 0