Physics Flashcards
How to charge insulators
Friction
Negatively charged e- are rubbed off on one material and onto the other
What is charging caused by
Gain or loss of electrons
When is a material negatively charged
Gaining e-
When is a material positively charged
Losing e-
Force equations
F= ma
F = momentum/time
F = area* pressure
Work done = force * displacement
Energy eqautions
Kinetic energy = 0.5mv^2
Gravitational Potential energy = mgdeltah
Energy transferred = VIt
Power equations
P = work done/time P = energy transferred / time P = force * velocity
Electrical Equations
Q = It V = IR P = IV = I^2R = V^2/R V = E/Q
Electrical symbols and standard units
R - resistance (ohms) P - power (W, watts) Q - charge (C, coulombs) V - voltage (V, volts) I - current (A, amperes) E = energy, J
SI prefixes
Giga - 10^9 Mega - 10^6 Kilo - 10^3 Hecto - 10^2 Deci - 10^-1 Centi - 10^-2 Milli - 10^-3 Micro - 10^-6 Nano - 10^-9
Uses of electrostatics
Paint sprayers
Dust Precipitators
Defribillators
Photocopiers
Paint sprayers as a use of electrostatic
Spray can charged and charges drops Drops repel (like charge) but attracts object to be spray painted - gives fine spray and even coat
Dust Precipitators as use of electrostatics
Cleans up emissions
Smoke particles get -vely charged by wire grid
Attracted to +vely charge plates and stick together
When heavy enough fall off or knocked off
Risks of static electricity
Charge can build up on clothing made from synthetic materials - cause spark, dangerous near inflammable gases or fuel fumes
Fuel flowing out of filler pipe, paper dragging over rollers, grain shooting out of pipes - lead to spark –> explosion
Role of earthing
Prevents dangerous sparks by providing an easy route for the static charges to travel into the ground
Charge unable to build up
Earthing
Connecting a charged object to the ground using a conductor e.g copper wire
Current
Rate of flow of e- around circuit
Flows from +ve to -ve
Only flows through component if there’s a voltage across it
Voltage
Driving force that pushes current around
Energy that each charged particle transfers passing through a component
Higher voltage, more current
Resistance
Slows down flow of e- (-ve to +ve)
Circuit diagrams
Ammeter, component and resistors placed in series - any order
Voltmeter parallel to component under test
AC vs DC
AC - constantly changing direction, AC of 5Hz = changes direction 5 times (mains supply), gives regularly repeating wave on oscilloscope
DC - current flowing in only direction (cells and batteries), straight line on oscilloscope due to same voltage
Calculating frequency of AC supply (Hz)
1/time period
Diode
Device made from semi conductor material e.g. silicon
Lets current flow freely through it only one direction (high resistance in reverse)
Can convert ac to dc
V-I graph for fixed resistor
y=x
Proportional
V-I graph for filament lamp
S shape
As filament temp increases, the resistance increases
NTC thermistors
Temp dependent resistors
As temp increases, resistance decreases
Useful temp detectors
LDR
Light dependent resistors
Resistance falls with increase in LI
Useful in automatic night lights
Series circuits
Components connected line to line, end to end
Total pd of cells shared by diff components
Current flows from +ve to -ve and is the same everywhere
Total resistance is sum of all resistances
Parallel circuits
Each component is separately connected, removal or disconnection wont affect others
Pd is same across all components
Current shared by diff components
Total resistance is ALWAYS less than branch w/ lowest resistance
Magnetic field
Region where magnets, magnetic materials and wires carrying current experience a force
Field lines go from North to South
Stronger the field, closer field lines
Where’s the magnetic field strongest
North and south poles
Induced magnets
Magnetic materials that turn into magnets when they’re in a magnetic field
Loses magnetism when magnetic field is taken away
Magnetic field encourages electrons to align, forming north and south pole
Which materials can become induced magnets
Nickel
Iron
Steel
Cobalt
Soft magnetic material
Quick and easy to magnetise and demagnetise. Lose magnetic properties quickly when left field e.g iron
Hard magnetic material
Harder to magnetise
Retain magnetic properties for way longer/permanently
V diff to demagnetise e.g. steel
Creating a magnetic field
When current is flowing through a wire a magnetic field is created
Made up of concentric circles perpendicular to wire
Right hand thumb rule can show the direction of the field
Strength of field increases w/ vicinity to wire and increases w/ current
Solenoid
Coil of wire
Magnetic field of solenoid
Outside - same as bar magnet
Inside - strong and uniform
Increasing magnetic field strength around electromagnet
Increasing current
More turns on solenoid
Adding core of soft iron inside the solenoid - iron becomes induced magnet and magnetic fields combine
How does current flow
Positive to negative
Motor effect
When a current-carrying wire in a magnetic field experiences a force
Factors affecting size of force due to motor effect
Size of current (+ve)
Magnetic flux density (shows strength of magnetic field +ve)
Length of conductor inside the field (+ve)
When will a wire feel the full force
At a right angle to the magnetic field
Experiences some force at other angle but none parallel
Calculating size of the force acting on conductor created by motor effect
When current is at 90 degrees use F=BIl
B - magnetic flux density (tesla -T)
I - current (A)
l - length (m)
Fleming’s left-hand rule
First finger pointing in direction of field
Second finger pointing in direction of current
Point out thumb so it 90 degrees to both fingers - motion
Fleming’s right hand rule
Use thumb to point in direction of current and fingers will tell you directon of field
Construction of dc motor (dynamo)
Loop of wire current flowing in opp directions on either side placed in a magnetic field
Creates moments on both lhs and rhs and the loop rotates, split ring commutator allows it to keep rotating past 90 degress (reverses direction of current) - generates direct current
Factors affecting magnitude of force in dc motors
Size of current
Strength of magnetic field
Put more turns on the coil
Applications of electromagnets
Loudspeakers
Bell
Relay
When is a voltage induced in a conductor (electromagnetic induction)
When a magnetic field changes or a wire cuts magnetic field lines
When can cause a magnetic field to change
The conductor is moving into, or out of, a magnetic field
A magnet is moving towards, or away from, the conductor
The magnetic field is being varied
Factors affecting magnitude of induced voltage
Using a stronger magnet (+ve)
Rate of change of strength of mf (+ve)
Increasing no. turns (+ve)
Speed of movement (+ve)
Factors affecting direction of induced voltage
Direction of movement
Reversed when direction of cutting mf lines reverses, increasing mf in a coil change to one decreasing (and vice-versa)
What can induced voltage produce
Induced current if the conductor is connected in a complete circuit
This current will prodce a magnetic field that opposes the change that whch induced the current
Conductor
Material which allows an electrical current to pass through it easily. It has a low resistance
Ac generator
Device producing a potential diff
Consists of a coil of wire rotating in a magnetic field
Operation of ac generator
Coil is rotated in the magnetic field inducing a current in the coil which flows into an external circuit
Requires 2 split rings
As one side of the coil moves up through the mf, pd is induced in one direction, this reverses when rotation continues and the coil moves down
Creating ac
Factors affecting maximum output voltage (+current)
Rate of rotation (+ve)
Strength of mf (+ve)
Coil has greater area (+ve)
No. turn on the coil (+ve)
Graphical rep of output voltage of ac generator
Sine graph w/ induced potential diff on y and time on x
Why is there no induced voltage when the coil is at 0 and 180 degrees
Coil is moving parallel to the direction of the magnetic field
Applications of electromagnetic induction
Car engines use an alternator to keep the battery charged and an electrical system while engine works
Hydroelectric dams
Step up transformer
Increases voltage of ac
Higher pd and more turns on 2’ coil
Useful as decreases current and resistance so less energy is lost by heating - power lines
Step down transformer
Decreases voltage of ac
Higher pd and more turns on 1’ coil
Reduces pd of supply before reaching hmes
Components of a transformer
Ac input leading to primary coil
Iron core w/ mf
Secondary coil leading to ac output
Uses generator effect
Transformer eqns
Vp/Vs = np/ns
V - potential diff
n - no. turns
VsIs = VpIp (power output at 2’ = power input at 1’)
I - current
Consequence of 100% efficiency
Total transfer of electrical power
Need for high voltage in electrical power transmission
Higher voltage, lower current –> lower resistance losses –> lower energy losses
Types of forces
Weight Normal contact Drag (air resistance) Friction Magnetic Electrostatic Thrust Upthrust Lift Tension
Hooke’s law
F = ke
F - force (N)
k - spring constant (N/m)
e - extension (m)
Spring constant
Measure of the stiffness of a spring up to its limit of proportionality or elastic limit
Higher k, stiffer spring
Limit of proportionality
Point beyond which Hooke’s law is no longer true when stretching a material
Elastic limit
Furthest point a material can be stretched/deformed while being able to return to its previous shape, becomes inelastic after
Force extension graphs
Directly proportional until limit of proportionality - rate slows down (non-linear extension and inelastic deformation)
What happens when a spring is extended/ compressed
Work is done
Provided there’s no inelastic deformation work done = elastic potential stored
Elastic potential energy
E = 1/2 k x^2
E - energy (J)
k - spring constant (N/m)
e - extension/compression (m)
Mass
Property that resists change in motion (inertia)
What happens at terminal velocity
Object moves at a steady speed in constant direction because the resultant force acting on its 0
Stages of falling through a fluid
Object accelerates downwards (gravity)
As speed increases as does frictional forces
At terminal velocity weight is balanced by frictional forces
Inertia
Tendency of an object to continue in its current state (at rest or in uniform motion)
Newton’s 1st Law
Object remains in same state of motion unless a resultant force acts on it
Examples of Newton’s 1st law
Runner experiences same air resistance as thrust
Object at terminal velocity experiences same air resistance as weight
Newton’s Second Law
Resultant force = m x a
a is proportional to resultant force and inversely proportional to mass
Inertial mass
Ratio of force over acceleration
Measure of how diff it is to change velocity