November: 13-17

74 flashcardsby Nico
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1
Hooke's Law
states that when an object is bent, stretched or compressed by a displacement s, the restoring force F is directly proportional to the displacement - provided the elastic limit is not exceeded.
2
Simple Harmonic Motion IF:
A body is said to be moving with simple harmonic motion if:

(i) its acceleration is directly proportional to its distance from a fixed point on its path and

(ii) its acceleration is always directed towards that point
3
Bodies moving with SHM
• A mass vibrating up and down at the end of a spring moves with SHM.

• Each prong on a vibrating tuning fork moves with SHM.

• The projection of uniform circular motion on a diameter is SHM

• For a small angle of swing a pendulum moves with SHM.

•The tides coming in and out every 6 hours move with SHM

•A magnet suspended horizontally from a piece of thread moves with . SHM if it is displaced slightly from being aligned North-South
4
Hooke's Law Other Formula (Not in log tables)
w = √(k ÷ m)
5
Temperature
The measure of the hotness or coldness of a body
6
Thermometric Property
Any physical property that changes measurably with temperature
7
*Demonstration of Some Thermometric Properties
• Length of a column of liquid

• Electrical resistance

• Emf of a thermocouple

• Colour

• Volume of a gas at constant pressure

• Pressure of a gas at constant volume
8
*Thermocouple diagram
*Learn*
9
*Disagreement between thermometers
They will agree at 0 °C and 100 °C

They generally disagree at other temperatures because Thermometric Properties do not change proportionally with the same change in the degree of hotness

Each thermometer is correct on its own scale. No one reads the 'true value' for the temperature
10
Heat Capacity
The heat capacity of an object is the heat energy needed to change its temperature by 1 K (1 °C)
11
Specific Heat Capacity
The specific heat capacity (c) of a substance is the heat energy needed to change the temperature of one kilogram of that substance by one kelvin
12
Latent Heat
The latent heat (L) of a substance is the heat energy needed to change its state without a change in temperature
13
Specific Latent Heat
The specific latent heat (l) of a substance is the amount of heat energy needed to change the state of 1 kg of that substance without a change in temperature
14
Specific Latent Heat of Fusion
The specific latent heat of fusion of a substance is the amount of heat energy needed to change 1 kg of that substance from a solid to a liquid without a change in temperature (i.e. at its melting point)
15
Specific Latent Heat of Vaporisation
The specific latent heat of vaporisation of a substance is the amount of heat energy needed to change 1 kg of that substance from a liquid to a gas without a change in temperature (i.e. at its boiling point).
16
*Heat Pump
*Learn Diagram*

Transfers energy from a cooler region to a warmer one. Work must be done to bring this about. It is used in refrigerators and in air conditioning systems in buildings and cars.

The circulating liquid has a high specific latent heat of vaporisation and a low boiling point
17
Conduction
the movement of heat energy through a substance by the passing on of molecular vibration from molecule to molecule. There is no overall motion of the substance
18
U-Value
The U-value of a structure is the amount of heat energy conducted per second through 1 m² of that structure when a temperature difference of 1 °C (1 K) is maintained between its ends

---
*How well part of a building conducts heat
*Bad insulators (good conductors) have high U-value
19
Radiation
the transfer of heat energy from one place to another in the form of electromagnetic waves

---
*Darker: more radiation
*Shiny: less radiation (I think)
20
Solar Constant (Solar Irradiance)
The average amount of the Sun's energy falling per second perpendicularly on 1 m² of the Earth's atmosphere is the solar constant. Its value is about 1.35 kW m⁻²
21
*Solar Heating
Solar Panels

Tubes to heat water p172 fig 15.12
22
Convection
Convection is the transfer of heat through a fluid by means of circulating currents of fluid caused by the heat
23
Wave
A disturbance that carries energy from one place to another
24
Travelling wave
A travelling wave, either electromagnetic or mechanical, is a disturbance that travels out from the source producing it, transferring Energy from the source to other places through which it travels
25
Travelling mechanical wave
A disturbance carrying energy through a medium without any overall motion of that medium
26
Electromagnetic Waves
Energy transmitted from one place to another at the speed of light (3×10⁸ ms -¹ in a vacuum)
27
Frequency (of a wave)
The frequency of a wave is the number of cycles passing per second
28
Longitudinal Wave
A wave where the direction of vibration is parallel to the direction in which the wave travels
29
Transverse Wave
A wave where the direction of vibration is perpendicular to the direction in which the wave travels
30
❌ Amplitude
❌ How high the wave is
31
❌ Wavelength
❌ Distance between 2 corresponding points on a wave
32
Reflection of waves
The bouncing of waves off of an obstacle in their path
33
Refraction (of waves)
The changing direction of a wave when it enters a region where its speed changes
34
Diffraction
The spreading out of a wave when it passes through a gap or passes by an obstacle
35
Interference of waves
When waves from two sources meet, they combine to form a new wave.

The displacement at any point on the new wave is the algebraic sum of the displacements of the two original waves.

This is interference of waves.
36
Constructive Interference
When waves from two sources meet they combine to form a new wave.

If the amplitude of the new wave is greater than the amplitudes of each of the individual waves, the waves are said to undergo constructive interference.
37
Destructive Interference
When waves from two sources meet they combine to form a new wave.

If the amplitude of the new wave is less than the amplitudes of each of the individual waves, the waves are said to undergo destructive interference.
38
Coherent Sources
Two sources are coherent if the waves from each source are in phase or have a constant phase difference between them.

If this is so they must also have the same frequency.
39
Polarisation
If the vibrations of a transverse wave are confined to one plane only, that wave is said to be polarised.
40
Stationary Wave
When two periodic travelling waves of the same frequency and amplitude moving in opposite directions meet, they interfere with each other.

The resulting wave formed is called a stationary wave, or a standing wave.
41
Doppler Effect
The apparent change in the frequency of waves due to the relative motion of the source and the observer
42
❓ Frequency of stationary waves
❓ The frequency of vibration of every vibrating particle on a stationary wave is the same.

The frequency or a stationary wave is the same as the frequency of the travelling wave producing it.
43
Overtones
Frequencies which are multiples of a certain frequency are called overtones of that frequency
44
Loudness
The loudness of a note depends on the amplitude of the sound wave. The greater the amplitude the greater the loudness
45
Pitch
The pitch of a note depends on the frequency of the sound wave. The higher the frequency, the higher the pitch
46
Quality
The quality of a musical note depends on the number of overtones present in the note and the relative strengths of the different overtones present
47
Frequency limits of audibility
The highest and lowest frequencies that can be heard by a normal human ear. The range is 20 HZ - 20,000 HZ
48
Resonance
The transfer of energy between 2 bodies of the same natural frequency
49
Sound Intensity at a Point
The rate at which sound energy is passing through unit area at right angles to the direction in which the sound is travelling at that point
50
Threshold of Hearing
The smallest sound intensity detectable by the average human ear at a frequency of 1 kHz. Its value is 1 × 10⁻¹² W m⁻²
51
*Sound Intensity Level - Measured in?
Sound intensity level is measured in decibels (dB)
52
Fundamental Frequency of a String
A string vibrating with an antinode at it's centre and a node at each end (and no other nodes or antinodes) is vibrating at its fundamental frequency
53
Harmonics
Frequencies which are multiples of a certain frequency f are called harmonics.
f is called the fundamental frequency or the first harmonic. 2f is the second harmonic, 3f is the third harmonic, etc.
54
*Examples of Resonance
• Person on a spring being pushed every time they move away
• Barton's pendulumns (LEARN)
• Glasses shattering with high pitched notes
• Column of air in a tube resonating with a tuning fork
• Buildings in an earthquake
55
*Sound intensity and sound intensity level (correlation between them)
*When the sound intensity (in W m⁻²) doubles, sound intensity level increases by 3 dB.
56
*Harmonics in open pipe or fixed string
All harmonics
57
*Harmonics in a pipe closed at one end
Odd numbered harmonics only
58
*Barton's Pendulumns
Learn about it
59
*What is μ?
*mass per unit length
60
Chris sisk is a willy
Ok?
61
*Spectrometer
Learn it

• Heavy base
• Turntable
• Collimator
• Astronomical Telescope

• Cross-threads in focus
• Distant object appears in focus
• Slit is in focus
• Width of the slit
• Level the turntable
62
*Show that light travels as a wave
Diffraction or interference
63
*Colours of the Rainbow & Wavelengths
Red - 7 × 10⁻⁷ m
Orange
Yellow - 6 × 10⁻⁷ m
Green
Blue - 5 × 10⁻⁷ m
Indigo
Violet - 4 × 10⁻⁷ m
64
The Grating Constant (The Grating spacing)
The distance d between two adjacent slits (i.e. the width of one line and one slit) on the grating
65
*If a Grating has n lines per mm, d = ?
d = [1 ÷ (n × 1000)] metres
66
*Prove: nλ = dSinθ
Proof

™ Constructive interference will occur at angle θ if |AB| is a whole number of wavelengths.
i.e. |AB| = nλ where n = 1, 2, 3, etc.
67
*Show that light is a transverse wave
Polarisation
68
Polarisation
Polarisation is a property of certain types of waves that describes the orientation of their oscillations
69
Dispersion
The separating out of the different wavelengths (colours) present in light
70
*Primary and Secondary Colours
Primary: Red, Green, Blue
R+G: Yellow
R+B: Magenta
G+B: Cyan
71
Secondary Colour
When two primary colours are mixed in equal intensity, the colour formed is a secondary colour
72
Complementary Colour
A primary colour and the secondary colour that when mixed give white are called complementary colours
73
Lights and which is refracted more
Prism: Violet the most
Grating: Red the most
74
Electromagnetic Spectum
Gamma ray - 0.01 nm
X - Ray - 1 nm
UV - 0.1 μm
Visible Light - 0.4-0.7 μm
Infrared - 0.01 mm
Microwaves - 1cm
TV & Radio: 1m - 1km
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