Physics Unit 2 And 3b Flashcards
What is meant by a progressive wave?
- A wave that carries energy from one point to another using vibrations
- without transferring matter
- can be either transverse or longitudinal
Distinguish between the two types of progressive waves, and give two examples of each
Transverse - the direction of the vibrations is perpendicular to the direction of wave propagation
- two examples of this are water waves and electromagnetic waves, i.e. light, x-rays, and micro
Longitudinal - the direction of the vibrations is parallel to the direction of wave propagation
- two examples of this are sound waves and ultrasonic waves
Define the terms “frequency”, “amplitude”, “speed” and “wavelength”
Frequency - the number of complete waves generated in one second
- measured in Hertz (Hz)
Amplitude - the distance of any given crest or trough
- from the undisturbed point of what is carrying the wave
- measured in metres
Speed - the distance moved by any point of the wave in one second
- measured in metres per second
Wavelength - the distance between any two consecutive crests or troughs of a waveform
- measured in metres
- represented by the Greek letter lambda (λ)
Describe the relationship between speed, frequency, and wavelength, form an equation and rearrange to find all three quantities
The frequency of a wave is constant in any given medium, and its speed and wavelength are inversely proportional, this can be written as:
To find speed;
v = fλ
To find frequency;
f = v/λ
To find wavelength;
λ = v/f
Describe the law of reflection and how water waves in a ripple tank are used to prove this
The angle of incidence = the angle of reflection
θi = θr
- Straight water waves that hit a barrier normally are reflected back on themselves exactly
- Straight water waves that hit a barrier incidentally are reflected from the normal at the same angle
Describe refraction and explain how water waves in a ripple tank show this
Refraction is the change in direction a wave undergoes as it crosses a boundary
- water waves show this when travelling into different depths of water
- frequency of waves is always constant
- as waves travel from deep to shallow water their speed and wavelength decrease
- as waves travel from shallow to deep water their speed and wavelength increase
State the echo principle, the equation and two applications of the echo principle
- Reflection of sound waves off surfaces
- works best against hard flat surfaces
- twice the distance from the surface divided by the time taken to hear the echo
- 2d/t
- sonar and ultrasonic imaging are two modern applications of this
Define ultrasound, give the frequency of ultrasonic waves, and give 2 examples of application of ultrasound
- any sound wave with a frequency that exceeds the range of audibility for humans (20 - 20,000Hz)
- have a frequency of 20,000+Hz
- used to measure foetal head diameter, as well as detect defects in metals
How are echoes and EM waves used in sonar
- sonar systems send sound pulses to detect objects in the water
- and electromagnetic waves are used to detect aircraft and other boats from under the water
List the members of the Electromagnetic Spectrum, and their respective wavelengths
All electromagnetic waves have a speed of 300,000,000m/s in a vacuum, with varying frequencies and wavelengths. In order of decreasing wavelength they are:
Radio - 1km - 1m in λ
Micro - 1cm in λ
Infra-red - 0.01mm in λ
Visible - 0.7μm - 0.4μm in λ
Ultra-violet - 0.1μm in λ
X-ray - 1nm in λ
Gamma - 0.01nm in λ
List some of the dangers attributed with electromagnetic waves
- microwaves cause internal heating of body tissues
- infra-red, or heat radiation causes skin to burn
- certain wavelengths of ultraviolet can mutate nuclei of skin cells and cause cancer
- intense visible light can damage the eyes
- X-rays and gamma rays can be potentially cancer causing
- although not reliably proven, it is believed that low frequency radio waves can affect peoples’ health, cause cancer, leukaemia, and other disorders
Where are angles of incidence and reflection/refraction measured from, and how is this point determined
- They are measured from the normal
- This is an imaginary line that is perpendicular to the reflective surface, or boundary
- splits the incident ray and reflected/refracted ray at the point where they meet on the surface
Describe the properties of an image formed in a plane mirror
- it is virtual
- it is laterally inverted
- it appears to be the same distance behind the mirror as the object is in front
- it is the same size as the object
Describe how light is refracted as it travels between media
- As light passes between media it changes speed, which causes it to bend
- if travelling across an interface between a less dense medium and a more dense medium it speeds up, and bends towards the normal (i.e. air into glass)
- if travelling across an interface between a more dense medium and a less dense medium it slows down, and bends away from the normal (i.e. glass into air)
- there acronyms LTM (less towards more) and MAL (more away from less) can be used to help remember
What factors determine how much light is refracted
- refraction is dependent on the change in speed of light
- so the greater the speed before entering the medium will increase the amount of refraction
How is a prism used to disperse white light
- as white light is shone through a prism it disperses
- this creates a spectrum of all the colours white light is made up of
- this spectrum is seen because all of the colours in white light travel at different speeds in glass
- we know that refraction is dependent on change in speed, so we can conclude that;
- since red is refracted least, it slows the least, and since violet refracts the most, it slows the most
Define “critical angle” and “total internal reflection”
Critical angle - the angle of incidence into a medium when the angle of refraction is exactly 90°
Total internal reflection (TIR) - when the angle of incidence exceeds the critical angle and no refraction takes place
- the ray of light is totally reflected inside the glass block
Describe how TIR occurs in 45° prisms and state one application of this
- the critical angle for this type of prism is 42°
- when a ray of light is shone through perpendicular to the prism it is turned through 90°
- because at the glass-air interface the angle of incidence is 45° so TIR occurs, and the ray of light is reflected, meeting the second glass-air interface normally, and passing through without being refracted
- this principle is used in periscopes, with 2 45° prisms being used to look over things
Describe and explain how optical fibres utilise TIR to enable long distance communication
- An optical fibre is a very thin piece of glass that undergoes repeated TIR, trapping the light inside, even when it is bent
- information such as computer data, telephone calls, and video signals are converted into tiny pulses of visible, or infra-red light, and transmitted long distances along the fibres
- they are much cheaper than copper cables and can transmit much more information for the same diameter
Define what is meant by the “focal length” of a lens
The distance from lens to the principal focus (focal point)
Describe how the shapes and actions of a converging and diverging lens differ
- a converging (convex) lens is widest at its midsection, whereas a diverging (concave) lens is thinnest at its midsection
- parallel rays of light that travel through a converging lens meet at a point on the principal axis (focal point) whereas in a diverging lens they appear to meet on the principal axis at a point behind the lens
How does short-sightedness occur and what effect does this have on the sufferer
- the eyes grow to be too long so that light entering the eye is focused at a point in front of the retina
- this causes distant objects to appear blurry
- it is corrected using a diverging lens
How does long-sightedness occur and what effect does this have on the sufferer
- the eyes grow to be too short, or the lens is not thick enough to focus light on the retina, so images are focused at a point behind the retina
- close-up objects appear blurry
- corrected using a converging lens
Define “conductors” and “insulators”, and describe how they differ in terms of free electrons
Conductor - a material through which charge can easily move
Insulator - a material through which charge can not move
- Current is the flow of charged particles (ions/electrons) in one direction
- good conductors can be characterised as such because they contain delocalised electrons, i.e. metals, and these can flow throughout the structure freely and carry charge
- insulators do not contain delocalised electrons, so charge can not flow through them, so they are poor conductors, i.e. plastic, rubber, and glass
Recall the two types of current, and how they are different
Electron flow - the actual direction of current flow within a conductor
- the direction of electron flow is from the negative terminal of a cell to the positive terminal, through the conductor
- as the electrons are repelled by the negative terminal, and attracted to the positive
Conventional current - the original concept of current flow, before the discovery of delocalised electrons
- the direction of conventional current is from the positive terminal of a cell to the negative terminal through the conductor
- it is marked on all circuit diagrams, and is the type of current many equations are based on
Describe how voltage and current are divided in series circuits
- current is constant through all components
- volatile is split between components
Describe how volatile and current are divided in parallel circuits
- the voltage is constant between all components, as well as the power supply
- current is divided between components
Recall the equations for charge flow and resistance, and state the units for each
Charge flow = current * time
Measured in Coulombs (C)
Resistance = voltage / current
Measured in Ohms (Ω)
How do you calculate the total resistance of resistors in a series circuit
R = ΣRn
Aka the sum of all the resistors in the circuit
How do you calculate the total resistance of resistors in parallel circuits
1/R = Σ1/Rn
Aka the sum of the reciprocal of each resistor is equal to the reciprocal of the total resistance
How do you calculate the total resistance of resistors in a circuit that has series and parallel sections
- If n equal resistors of RΩ are connected parallel to one another, the total resistance is equal to R/n
- if the values of n resistors are different you use the parallel resistors formula to find the reciprocal of ΣR
i.e.
Resistors of 12Ω, 8Ω, and 4Ω are connected parallel to one another, if this was replaced with one resistor of equal resistance, what value would it have?
1/R = 1/R1 + 1/R2 + 1/R3
1/R = 1/12 + 1/8 + 1/4
1/R = 11/24
R = 24/11
R = 2.182Ω