Zusammenfassung der Ressource
Physics test, Waves and motion
- Waves
- Basic diagram
- Peak- top of wave
- Trough- bottom of wave
- Wavelength
- AKA Lambda
- Units- Metres
- Distance between one
point and the same point
on next wave
- Amplitude
- Distance
between rest
position and
peak or trough
- Rest position
- The horizontal line
- Silence, nothing
- Longitudinal Waves
- Vibrations parallel to
direction of wave's energy
- Eg. Sound waves
- Show areas of
increased pressure
(compressed)
- Shows areas of
reduced pressure
(rarefaction)
- Transverse Waves
- Vibrations
perpendicular
to direction of
wave's energy
- Eg.
Electromagnetic
waves
- All electromagnetic
waves travel at the
same speed
through a vacuum
- Wave speed equation
- Velocity= frequency times lambda
- Velocity=Wave speed
- Unit: m/s
- Frequency
- The number of waves
that occur each second
- Unit= Hertz, Hz
- Lambda= wavelength
- Unit= Metres
- Time period
- Time period is the time
taken for one wave to
occur
- For example
- 50 waves pass a point every
second. This means the
frequency of these waves is 50
Hz
- This means that one wave takes 0.02s
to occur. Therefore the time period of
this wave is 0.02s.
- To find the time period
- T=1/f
- To find the frequency
- f=1/T
- Motion
- Distance time graphs
- Speed = D/T
- Draw the triangle if it helps you
- But you won't get the marks for it
- Distance = S x T
- Time = D/S
- You can find out the
speed by finding the
gradient
- Rise / Step
- Step is the horizontal
bottom line of
the triangle
- Rise is the line
that is vertical
and goes up
- To find the average speed do
- Total distance / Total time
- In a distance time graph the
speed of an object can be
found by calculating the
gradient of the line.
- A steep gradient
indicates the object is
moving quickly.
- A less steep gradient
indicates the object is
moving slowly.
- Scalars
- A quantity that has size only.
- Also known as magnitude
- Eg- 5m distance travelled
- Vectors
- A quantity that
has size and
direction
- Eg- 5m to the south
- Speed time graphs
- Find the gradient
Anmerkungen:
- This gives the
acceleration
- The higher the gradient
the greater the rate of
acceleration
- The distance travelled can be
calculated by finding the area under
the speed time graph
Anmerkungen:
- This can be separated into different shapes to help find the area, just add them up at the end to find the distance travelled
- M, Km, Mi
Anmerkungen:
- But remember not to put m squared because although you are finding the area it is not for the area purpose, it's to find the distance so we put m, mi, km, whatever is needed.
- Displacement
time graphs
- ALWAYS remember to
put the distance and the
DIRECTION
- Displacement is a VECTOR
Anmerkungen:
- Forgetting this could result in loss of marks, so this is worth noting!
- There can only be two directions
- Acceleration
- Acceleration = change in velocity / time
- Accerleration
- m/s squared
- a = (v-u) / t
- a= acceleration
- v= final velocity
- u= start velocity
- t= time
- Une the graph. On
each straight line do
this equation
Anmerkungen:
- Each line has a different acceleration rate to the other, so if you just generalise them it won't work properly
- Change in velocity
- m/s
- time
- s