Fluid Resistance
As an object travels through a fluid, a drag force acts on it
Effects of Air Resistance on Projectile Motion
Range is decreased
Maximum Height is decreased
Non-symmetrical
Terminal Velocity
What the drag force and weight equal in direction and magnitude, the body will no longer accelerate and will fall at a constant velocity
Translational Equilibrium
When an object is either at rest or moving at constant velocity
Newton’s First Law
An object at rest remains at rest, and an object in motion remains in motion, unless an external force acts on it
Newton’s Second Law
F = m * a
Newton’s Third Law
For every action, there is an equal or opposite reaction
Kinetic Energy
The energy that an object has because of its motion
Gravitational Potential Energy
The energy an object has because of its position in a gravitational field
Elastic Potential Energy
The energy stored within a material when stretched or compressed
Work Done
The amount of energy transferred when an external force causes an object to move over a certain distance
Power
The rate of energy transfer
Temperature
The average kinetic energy of molecules
Temperature of Absolute 0
0K
Internal energy
The sum of the total kinetic energy and total potential energy of particles
Specific Heat Capacity
The energy transferred to 1kg of a substance, causing its temperature to increase by 1K
Specific Latent Heat of Fusion
The energy required to change the phase of 1kg of substance from a solid to a liquid without any temperature change
Specific Latent Heat of Vaporization
The energy required to change the phase of 1kg of substance from a liquid to a gas without any temperature change
Effect of Colling
Falling temperature (Not lost of energy)
Pressure
The force exerted per unit area
Assumptions of the Kinetic Model of Ideal Gases
Elastic collisions between molecules and the walls
No intermolecular forces between the molecules between collisions
Molecules are in constant random motion
What conditions can Real Gases approximate to Ideal Gases?
Low pressure
Low density
Moderate Temperature
Defining conditions for SHM
Restoring force and acceleration are:
Directed towards the equilibrium position
Opposite to the direction of displacement
Proportional to the displacement
Time period (Waves)
The time duration of one complete cycle
Frequency (Waves)
The number of oscillations completed per unit time
Amplitude (Waves)
The maximum value of the displacement
Displacement (Waves)
The value of the displacement at a specific time from it’s equilibrium position
Wavelength
Distance between two points of a wave that are in phase
What are the two types of travelling waves?
Transverse and Longitudinal Waves
Transverse Wave Definition (Key Property)
A wave where particles oscillate perpendicular to the direction of motion and energy transfer
Other properties of Transverse Waves
Does not need particles to propagate
Henceforth, they can travel through a vacuum
Longitudinal Wave Definition (Key Property)
A wave where particles oscillate parallel to the direction of motion and energy transfer
Other properties of Longitudinal Waves
Rarefactions and compressions
Need particles to propagate
Henceforth, they cannot travel through a vacuum
Nature of Electromagnetic Waves
Transverse waves (travels in a vacuum)
Carry energy
Speed = 3.0 × 10^8
Nature of Sound Waves
Longitudinal Waves (cannot travel in a vacuum)
Carry energy
Rarefactions and Compressions
Wave fronts
A surface that travels with a wave and is perpendicular to the direction of the wave (the ray)
Rays
A line showing the direction of motion and energy transfer of a wave
During refraction into a more dense medium, (due to wavelength and speed decreasing), wave fronts bend ……………..
Towards the normal
During refraction into a less dense medium, (due to wavelength and speed increasing), wave fronts bend ……………..
Away from the normal
Superposition
When two or more waves meet, the total displacement is the sum of their individual displacements
Constructive Interference
Waves that superpose and have displacements in the same direction
Deconstructive Interference
Waves that superpose and have displacements in the opposite direction
Unpolarized light
Transverse waves which oscillate in any plane perpendicular to the direction of motion and energy transfer of the wave
Polarized light
Transverse waves which oscillate in one fixed plane perpendicular to the direction of motion and energy transfer of the wave
The two methods of Polarization
Polarizing filters
Reflection from a non-metallic plane surface
When unpolarized light is reflected from a smooth, non-metallic surface, ……………………………… always occurs
Partial plane polarization
The process of polarizing sunglasses
Only allows vertical polarized light to enter
Horizontal polarized light is blocked
Malu’s Law
Intensity of unpolarized light is reduced due to polarization
Reflection
A wave hits a boundary between two media, and does not pass through it, instead bounces back to the original medium
Refraction
The change in direction of a wave when it crosses a boundary between two mediums of different density
Law of Reflection
Angle of incidence = Angle of refraction
Definition of Absolute Refractive Index
n = c/v
Critical Angle
The angle of incidence which results in the angle of refraction becoming 90o
Total internal reflection
The angle of refraction becomes 90o when the angle of incidence is greater than the critical angle
Formula for Critical Angle (Material 1)
n2/n1
Diffraction
The spreading out of waves as they pass an obstruction
During diffraction, why is the Amplitude of diffracted waves less than that of incident waves?
The energy is distributed over a larger area
Impact of a bigger slit on diffraction effect
Diffraction effect is less pronounced
Impact of a smaller slit on diffraction effect
Diffraction effect is more pronounced
How can two waves be coherent?
Have a constant phase difference
Have the same frequency
How are standing waves produced?
Superposition of two anti-phase waves
The Nature of Standing Waves
Same wavelength
Same amplitude
Coulombs
The charge carried by an electric current of one ampere in one second
The Law of Conservation of Charge
For a closed system, charge in constant
Current
The rate of flow of charge
Electric Field
The magnitude of the electric force per unit charge
If the charge is positive, the field lines of a point charge are ………………..
Radially outwards
If the charge is negative, the field lines of a point charge are ………………..
Radially inwards
Direct current
Current which flows through a circuit in one direction
Potential difference
The work done per unit charge
To convert from eV to J, —————
Multiply it by the elementary charge
The Role of a Fixed Resistor
Limits the flow of current
The Role of a Variable Resistor
A resistor with a slider used to change it’s resistance
The Nature of a Thermistor
As temperature increases, the thermistor’s resistance decreases
The Nature of a Light Dependent Resistor
As light intensity increases, the LDR’s resistance decreases
The Role of a Diode
Makes the current flow in one direction
When using an ammeter, place it ____________________ the component that you’re trying to find the current for
In series to (next to)
When using an voltmeter, place it ____________________ the component that you’re trying to find the potential difference for
In parallel
Ideal Ammeter
An ammeter with zero resistance
Ideal voltmeter
A voltmeter with infinite resistance
Non-Ideal Ammeter
An ammeter with a constant but non zero resistance
Non-Ideal Voltmeter
A voltmeter with a constant but finite resistance
Resistance
A measure of the opposition of current flow in an electrical circuit
The Heating Effect
When energy is transferred into a resistor as internal energy
Consequences of The Heating Effect (Overall affects the circuits efficiency)
Causes energy to be lost as heat
Increases the resistance of the conductor
Damages components in conductor
How does a metal conductor’s temperature increase?
Due to collisions between electrons and lattice atoms within the metal conductor
Power Dissipation
Electrical energy is dissipated into thermal energy in the surroundings
Resistivity is dependent on…….
Temperature
In conductors, as temperature increases, the resistivity ………………….
Increases
In insulators, as temperature increases, the resistivity ………………….
Decreases
Potential Dividers
Circuits that produce an output voltage as a fraction of its input voltage
The Uses of Potential Dividers
Provides a variable potential difference
Splits the potential difference between two or more components
Ohmic conductor
Current is directly proportional to potential difference
Non-Ohmic conductor
Current is not directly proportional to potential difference
Example of an Ohmic Conductor
Metal wire at constant temperature
Example of an Non-Ohmic Conductor
Filament lamp
What is a cell?
A source of electrical energy
Primary Cells are……….
Non-rechargeable
Secondary Cells are………….
Rechargeable. The chemical reaction is reversed
Direction of electron flow of a recharging cell
From positive electrode to negative electrode (Cathode to Anode)