If the RF on a
stationary object is zero,
then it will NOT move
If the RF on a stationary
object is NOT zero, then
the object will ACCELERATE
If the RF on a
moving object is zero,
then it is moving at a
STEADY SPEED
If the RF on a
moving object is
NOT zero, then it
will ACCELERATE
Energy
Kinetic (movement)
1/2mv(squared)
Thermal (Heat)
Sound
Chemical
Nuclear
Magnetic
Electrical
The rate of transfer of electrical energy by a
device is called the electrical power, P,
measured in Watts
It can be calculated using the equation;
P=VI or the equation P=I(squared)R
Gravitational Potential Energy (GPE)
Inside the nucleus
Protons
Positively charged particles
Neutrons
Neutral Particles
Isotopes, nuclei with the
same number of protons
but different numbers of
neutrons
The different isotopes are often written as 'Pb-208', 'Pb-207'
etc. where the number refers to the nucleon number
Electrons
Outer shell electrons
The group number gives the number of electrons in the outer shell
The period indicates how many shells of
electrons the atom has.
Distance, Speed and
Acceleration
Distance
measured in metres,m
How far the object travels
How far the object is
away from a certain point
The motion of objects can be
described and analysed using
graphs of motion, see Graphs
Velocity
A measure of
how fast or slow
the object is
going in a given
direction
Speed in a given direction
Measured in m/s in
a given direction
Acceleration
Measured in
metres per
second per
second,
m/s(squared)
The rate that the object is speeding
up or slowing down, which is the rate
of the change of velocity
Can be calculated
using the equation;
Acceleration=change
in velocity / (divided
by) time
Example: Calculate the
speed of a horse that
gallops 200m in 16s
Answer:
speed=distance/time=200/16=12.5m/s
Speed
Measured in metres per second, m/s
A measure of how fast or
slow an object is moving
Q
A,Z,X notation
The number of protons in the nucleus
is called the proton number, Z
The number of protons plus the number of
neutrons is called the nucleon number, A
The values of Z and A are often shown using
A,Z,X notations, where X is the chemical symbol
for the atom in question
Electricity
Circuits
Series
Current is the same at
any point in the circuit
All the components in a
series circuit have the same
current flowing through them
The total potential difference of the cells
is the sum of the individual cells
The potential difference of the supply is
shared between the components
The total resistance is the
sum of all the individual
resistors or components
Can only follow 1
pathway or course
Parallel
The current splits when it reaches a
junction
No current is lost at a
junction
Total current into the junction=
total current out of the junction
Christmas tree lights
Houses use Parallel circuits
Most house lights use Parallel
circuits
Safer
The voltage is the same for all
components
Each part of the circuit can be protected by its own
fuse or circuit breaker and controlled by its own
switch
Easier to add new
circuits
Easy to work out the total current being
drawn by the different parts of the circuit
Voltage
The voltage across components in a circuit
is measured in volts using a voltmeter
Voltmeters are always connected in
parallel across components
In parallel circuits the voltage is the
same across each of the bulbs
The resistance of a variable
resistor can be changed, in
order to vary the current
through, and the voltage
across, a fixed resistor
For fixed resistors (and wires at a constant
temperature), voltage and current are proportional to
eachother-- doubling the voltage will double the current
Resistors
For components such as filament
lamps, the resistance changes
with current. The resistance of a
filament lamp increases with
current, so the slope of the
voltage-current graph increases
George Ohm
The current, voltage and resistance of
electrical and electronic components
are related to each other. The physicist
George Ohm investigated this in 1827
We summarise his findings using the equation;
current, I (amps)= voltage, V (volts) / divided by
resistance, R (ohms). I= V / (divided by) R
This equation can be used to calculate
any one of the three variables, provided
that we know the other two
Example question... A
20 ohm fixed resistor
has a voltage of 12V
across it. Calculate
the current through it
Answer: I=V /
divided by R = 12 /
20 =0.6A
George Ohm
Graphs
Distance-Time graphs
Used to show the distance and
time taken in a journey
An increasing in gradient straight line
means the object is going at a steady speed
Flat sections mean the object
is motionless, ie stopped
To find the speed of an object
there are two methods...
Use the formula; Distance/time
(/ meaning divided)
Look at the area under the section of the graph you are
calculating the speed of and then apply the formula.
Velocity-Time graphs
Shows the velocity and the
time taken of an object
To calculate the acceleration use the equation;
Final Velocity-Initial velocity / (divided by) time
acceleration measured
in m/s squared
A - sign in front of the final answer
for acceleration indicates that it is
deceleration
An increasing gradient on the graph indicates steady acceleration
A flat section indicates steady velocity
The steeper the gradient of an increasing
line, the greater the acceleration
A decreasing gradient indicates
deceleration
Radioactivity
Nuclear Radiation
Some types of atom are radioactive
This means that the nucleus of the atom is unstable
and can break apart, emitting ionising radiation
This can be in the form of alpha,
beta or gamma radiation
Remember; When we talk about radioactivity or nuclear radiation,
it's radiation that's coming from the nucleus of the atom
See inside the Nucleus
Alpha
Alpha particles are helium nuclei
They are the most ionising
and least penetrating form of
nuclear radiation
They are absorbed by a thin
sheet of paper or by skin
Can cause concern within the public
becuase if the alpha particles are
absorbed by the skin, they can ionise
cells in your body
An alpha particle is made of
2 protons and 2 neutrons
An alpha particle is made up
of the same amount of
protons and neutrons as a
helium particle
An alpha particle
has a charge of 2+
An alpha particle
has a mass of 4
In an electric field, alpha is deflected
slightly towards the negative plate
In a magnetic field Alpha is deflected
slightly and opposite to beta
Alpha radiation can travel a few cm's in air
Alpha radiation can
be absorbed/stopped
by paper/skin
Beta
A beta particle is
ejected from the nucleus
A beta particle is
made of an electron
The charge of
this particle is -1
The mass of this particle is
so tiny that we count it as 0
Beta particles can travel
up to a metre in air
Beta particles can be
absorbed/stopped by a
few (around 5)
millimetres of aluminium
In an Electric Field, a Beta particle is very
deflected toward the positive plate
In a magnetic field,
a Beta particle is
deflected most
Gamma
A Gamma wave is an electromagnetic wave
Gamma waves have no mass or charge
Many resources have claimed that Gamma Waves can
range over many km in air, or could even be unlimited
Gamma waves can be absorbed/stopped by a few cms of lead or a few feet of concrete
Beta Decay
A beta particle is an electron
When an unstable nucleus
emits an electron, a neutron in
its nucleus changes into a
proton and an electron. The
electron is emitted
For example
In an electric field Gamma waves are not deflected at all
In a magnetic field, Gamma waves are not deflected at all
Gamma rays are the least ionising and the most penetrating
Half Life
The decay of every radioactive material follows the
same pattern. The activities and the half-lives may be
very different, but the shape of the decay curve is
always the same
There are two definitions of Half Life
1.The time it takes for half
the number of atoms in any
sample to decay
2. The time it takes the count
rate from a radioisotope to
decrease by 50%
Example; A radioisotope has
a half life of 12 minutes, what
fraction of the radioisotope
will be left after 1 hour?
Example Questions answer: 1/32
An Isotope is an element with the
same number of protons but a
different number of neutrons
Alpha Decay
When an unstable nucleus emits an alpha particle it loses 2 protons and 2 neutrons
For example; Radium-226 decays by alpha
emission, 226/88 Rn --> 222/86 Rn+ 4/2 He
Note: The atomic and mass numbers
on both sides of the equation balance
An Alpha particle is emitted in Alpha decay
A,Z,X notation; A decreases by 4, Z decreases by 2