Forces and motion

35 flashcardsby Ali_vxxx
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1
Describe how to measure the acceleration of an object using a datalogger
Mark a line on the ramp to make sure that the car starts from the same point every time you take a measurement
Measure the distance between each light gate using a metre ruler
Let go of the car and let it roll down the slope
Repeat and average the time it takes for the car to travel between the light gates
(Change independent variable)
Repeat the experiment
Using the data find the acceleration: acceleration= change in velocity/ time
2
Acceleration equals
(v-u)/t
(final velocity-initial velocity)/time
3
What does the gradient of a line on a velocity-time graph tell you?
uphill sections represent acceleration
downhill sections represent decceleration
the steeper the line, the greater the acceleration or the decceleration
Flat sections represent a constant speed
A curve represents changing acceleration or decceleration
Area under any part of the graph is equal to the distance travelled in that time interval
4
Final velocity squared equals
(initial velocity squared) + (2 x acceleration x distance)
5
Scalar
Have magnitude but not direction
6
Vector
Have both magnitude and direction
7
Scalar examples
Temperature
Speed
Distance
Time
Weight
Energy
Density
Pressure
Mass
8
Vector examples
Velocity
Displacement
Acceleration
Acceleration due to gravity
9
force equals
mass x acceleration
10
Force examples
push
pull
drag/air resistance
upthrustuoyancy
friction
weight
electrostatic
magnetic
contacteaction
tension
thrust
11
Resultant force
Force is a vector as it has direction
Therefore we can add forces together, taking into account their direction
We call this resolving the forces to find the resultant force
12
Newton's first law of motion (simplified)
An object stays at the same velocity if there is no resultant force on it
13
Newton's second law of motion (simplified)
the bigger the force, the bigger the acceleration
if the force remains fixed, the bigger the mass, the smaller the acceleration
F=ma
14
Newton's third law of motion
For every action, there is an equal and opposite reaction
So if object A exerts a force on object B, then object B exerts a force of the same size on object A but in the opposite direction
15
Weight
Force due to gravity
16
Friction
Resistive force when a surface tries to move across another
17
Water resistance
Resistive force when an object travels through water
18
Air resistance
Resistive force when an object travels through air
19
Upthrust
Upward force on an object, typically in water or air
20
Reaction
A force acting in the opposite direction to an action
Most often used as the upward forcewhen a solid object rests on another
21
Tension
Force transmitted through a string, rope, cable or wire when pulled
22
Magnetic
Force of attraction or repulsion between a magnet and magnetic objects
23
Electrostatic
Forces of attraction or repulsion between two charged objects
24
Terminal velocity
When an object first starts to fall, it has much more force (weight) accelerating it than resistance (drag) slowing it down so weight is the resultant force
As velocity increases, the resistance (drag) increases
Eventually the resistance (drag) force is equal to the weight and so there is no acceleration and an object is at terminal velocity
25
Momentum
How much an object has a tendency to keep going or how difficult it is to stop it
Vector quantity
26
Momentum equals
mass x velocity
27
Conservation of momentum
In a closed system (no other forces), the total momentum before the event (collision) is equal to the total momentum after the event
total momentum before = total momentum after
28
force equals (in regard to momentum)
change in momentum/time taken
(mv-mu)/t
29
Collisions (cars)
When a car crashes, it experiences a large change in momentum
Crumple zones in cars increase the time taken over which a collision occurs
This reduces the decceleration of the car and thus decreases the force experienced by the driver and passengers
30
Why should you wear a seatbelt?
When a car crashes, it experiences a large change in momentum
Seatbelt stops you hitting something and increases time for change in momentum to occur
so force is lower and there is less chance of injury
31
Explain how (something flexible etc) helps protect an object from being damaged when it crashes to the ground
increased time to stop
decreases rate of change of momentum
so reduces force on object
32
momentum equals
force x perpendicular distance from pivot
M= Fd
Measured in Nm
33
Principle of moments
the clockwise moment equals the anticlockwise moment if an object is balanced
34
centre of mass
an imaginary point where all the mass of an object can be considered to be concentrated
35
Finding the centre of mass of an irregular object
Suspend the object and a plumb line from the same point and wait until they stop moving
Draw a line along the plumb line
Do the same thing again, but suspend the shape from a different pivot point
The centre of gravity is where your two lines cross
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