Waves 1 Flashcards
Waves in air, fluids and solids.
What do waves do?
Waves transfer energy from one place to another without transferring matter.
What are the two main types of wave?
-Transverse
-Longitudinal
Give an example of a transverse wave.
-The ripples on a water surface.
-Light waves.
What do longitudinal waves show?
Areas of compression and rarefaction.
Give an example of a longitudinal wave.
Sound waves (travelling through air).
Sometimes our brain can interpret the energy transferred by waves as what?
Meaningful information e.g. images from light waves.
Longitudinal waves.
The particles in longitudinal waves have oscillations parallel to the direction of wave travel.
(think slinky)
Transverse waves
The particles in transverse waves have oscillations perpendicular to the direction of wave travel.
(think Mexican wave)
Explain what happens to the particles in a transverse wave. e.g. in a ripple.
The particles (e.g. of water) do not move along the wave.
Instead, each moves a short distance up and down, at right angles to the flow of energy which is from left to right.
Describe the difference in how transverse and longitudinal waves are produced.
A transverse wave is produced when an object vibrates perpendicular (at 90°) to the direction of wave travel.
Whereas a longitudinal wave is produced when an object vibrates parallel to the direction of wave travel.
In what ways are transverse and longitudinal waves different?
-They are produced differently
-The particles oscillate in different directions to each other (when compared to the direction of wave travel)
-Can have different speeds, frequencies, and wavelengths.
Give two ways in which longitudinal and transverse waves are similar.
They both transfer energy without transferring matter and have an amplitude, speed, wavelength and frequency.
Amplitude
The maximum displacement of a point
on a wave away from its rest position. (the x-axis).
Wavelength
The distance from a point on one wave to the equivalent (identical) point on the adjacent wave.
(look for a complete vibration before repetition).
Frequency (of a wave)
The number of waves passing a point
each second.
What is the equation for frequency?
1 ÷ time for one full wave (period)
What is λ the symbol for?
Wavelength
What is the unit for wavelength?
metres, m
What is the unit for frequency?
hertz, Hz
What is the symbol for frequency?
f
What is the name given to the time taken for one entire oscillation of a wave?
Time period.
Symbol for time period. (or just ‘period’).
T
Unite for time period. (or just ‘period’).
seconds, s
What is the equation for (time) period?
period = 1 ÷ frequency
T = 1 ÷ f
What is wave speed?
The speed at which the energy is transferred (or the wave moves) through the medium.
For ripples on a water surface, what travels?
The wave, not the water itself.
For sound waves in air, what travels?
The wave, no the air itself.
Explain what happens to the particles in a longitudinal wave. e.g. in sound waves. .
The particles (e.g. of gas) do not move along the wave.
Instead, each moves only a short distance back and forth, parallel to the direction that the wave is travelling.
Compressions
Regions of high pressure where the particles of the wave are closer together than normal.
Rarefactions
Regions of low pressure where the particles of the wave are further apart than normal.
When asked to calculate the complete wave/wavelength, what must we do?
Count the extra bits! e.g. 3.75 waves
What do we call the top of a wave?
Crest/Peak
What do we call the bottom of a wave?
Trough
How do we represent waves?
Displacement- distance graphs (where distance is on the x-axis).
or
Displacement - time graphs (where period is on the x-axis).
What does displacement represent on a displacement - distance graph? (y-axis)
How far from the rest point the wave has oscillated.
What does distance represent on a displacement - distance graph? (x-axis)
How far the wave has travelled from its starting point.
What is THE wave equation?
wave speed = frequency × wavelength
What is the symbol equation for THE wave equation?
v = f λ
What is the unit for wave speed?
Metres per second, m/s
What is the symbol for wave speed?
v
Give an alternative way to calculate frequency (not 1/period)
Number of waves ÷ time (s)
What type of wave obeys the wave equation?
ALL waves.
Which format do scientists write answers in???
decimals
Which button on the calculator is veeery helpful with standard form?
ENGnotation (gives in factors of 10³)
What does G, giga, mean?
x 10⁹
What does M,mega mean?
x 10⁶
What does K, kilo mean?
x 10³
What does m, milli mean?
x 10⁻³
What does μ, micro,, mean?
x 10⁻⁶
What does n, nano, mean?
x 10⁻⁹
What can we do with prefixes?
Swap them for the powers of 10 they represent.
For calculations, (particularly with standard form) make sure you use…
brackets in your calculator!
Speed =
distance ÷ time
Distance =
speed x time
What is the symbol equation for speed = distance ÷ time?
v = s/t
What is the symbol for speed?
v
What is the symbol for distance?
s
What is the speed of sound in air?
330 m/s
What piece of equipment can we use to measure long distances?
Trundle wheel
Describe a source of error from the speed of sound in air practical that could explain why your value is less than the published value.
The reaction time of the person with the time.
If this is slow, it will increase the time measurements.
Suggest an improvement to the echo method that would give a more accurate value for the speed of sound.
Increase the distance from the wall so there is a greater time frame in which to measure time.
What is the most likely error in the speed of sound practical?
Human error - (slow) reaction time.
Describe a method to measure the speed of sound waves in air.
(using two microphones and an oscilloscope, steps 1 and 2)
-Set up two microphones one in front of the other at different distances (in a straight line) from a loudspeaker
-Set the frequency of the sound from the loudspeaker to a known, audible value
Describe a method to measure the speed of sound waves in air.
(echo method)
-Measure the distance from the source of the sound (e.g. a partner clapping) to the reflecting surface (a wall)
-Measure the time interval between the original sound being produced and the echo being heard (using a stopwatch)
-Use the equation speed (m/s) = distance (m) ÷ time (s) to calculate the speed of sound in air.
-Repeat the experiment a number of times over a range of distances to obtain accurate and precise results.
If using the echo method, when calculating wave speed, what MUST we do?
Double the distance (as the wave travels to the wall AND back!)
How could we remove human error in the speed of sound wave practical?
Use an oscilloscope.
Use a signal generator, speaker, and two microphones with an oscilloscope in the middle of the two. (simple diagram).
Describe a method to measure the speed of sound waves in air.
(using two microphones and an oscilloscope, steps 3, 4, and 5)
-Display the two waveforms on the oscilloscope. Measure the distance between the microphones.
-Move the microphones apart so that the waveforms move apart by 1 wavelength
-Calculate the speed of sound using the equation wave speed (m/s) = frequency (Hz) x wavelength (m)
Describe a method to measure the speed of ripples on a water surface.
(steps 1 and 2)
-Get a ripple tank and set the power supply to vibrate the paddle at a low frequency
-Place white card beneath the tank on which the water will create shadows (darker at peaks, lighter at troughs)
Describe a method to measure the speed of ripples on a water surface.
(steps 3, 4, and 5)
-Use a strobe light to ‘freeze’ the water waves so you can measure the wavelength
-Count the number of waves that pass a point in 10 seconds and divide by 10 to get a mean frequency
-Use the equation v = fλ to calculate the speed of the water waves
Explain how you could obtain a value for the speed of sound in air with a small percentage error. (4)
Speed of sound in air is found by measuring a distance for the wave to travel and the time over which the distance is covered.
Having a large distance and a large time for these measurements, and using equipment with a high degree of accuracy, will lead to a small percentage error.
Describe the relationship between frequency and wavelength.
There is an inversely proportional relationship between frequency and wavelength.
As frequency increases, wavelength decreases in proportion.
Hence, wave speed stays constant when waves travel through a medium (e.g. sound).
What causes a ‘standing’ wave?
(not on spec but useful!!!)
One wave travels along a string
It bounces off the pulley
A wave bounces back and travels in the other direction
The two waves ‘interfere’ with each other, causing a standing/stationary wave.
What three things can happen to waves at the boundary between two different materials/mediums?
-Reflected
-Absorbed
-Transmitted
What happens when a wave is absorbed by a material?
The wave is taken in by a body but does not pass through it.
Energy from the wave is transferred to that material’s energy stores.