The Basics What do the E = mc^{2} units mean?
Solving the Equation A simple walk-through of the equation
Deriving the Equation 1 Deriving E = mc^{2} without calculus
Deriving the Equation 2 Deriving E = mc^{2} using calculus (advanced)
Energy from Radioactive Decay What is radioactive decay?
Energy from Nuclear Fission Pulling atoms apart
Energy from Nuclear Fusion Squeezing atoms together

The purpose of these pages is to explain E = mc^{2} in a clear, concise and
understandable way with easily followed worked examples, and with further pages
examining the special theory of relativity in order to describe its background.
Albert Einstein published his Special Theory of Relativity in 1905 and in doing so
discovered that mass and energy are actually the same thing, with one a tightly
compressed manifestation of the other. This mass-energy equivalence has had a
major impact on all our lives, although how and why isn't always obvious. Although
relativity has a reputation for being difficult much of it can be understood by
anyone.

Special Relativity in 15 Minutes A quick summary of Special Relativity
Time Dilation How time changes during very high speed travel
Time Dilation Calculator New! How long does it take to reach the stars?
Time Dilation Worked Examples Solving the time dilation equation
Time Dilation at “Low” speeds How is time affected when flying?
The Constant Speed of Light Light is very, very strange…
Speed, Frequency and Wavelength How they are mathematically linked
The Light Clock A theoretical proof of time dilation

Galileo’s Relativity The Galilean transformation co-ordinate equations
Albert Einstein biography Coming soon…
E = mc^{2} & Relativity in the News New! Reports of the latest news
FAQ New! Isn’t it just a theory?
Seiten auf Deutsch Pages in German
SI Units Explained:
The mole How many atoms are there in a diamond?
The ampere How many electrons are needed to make a cup of tea?
The metre How long does it take to walk around the Earth?
The candela How many candles are as bright as a light bulb?
The kilogram How much would you weigh on the Moon?
The kelvin How hot is a bolt of lightning?
The second Is a second always a second?
SI Derived Units Just what is a henry?

The Basics
What do the E = mc^{2} units mean?
Solving the Equation
A simple walk-through of the equation
Deriving the Equation 1
Deriving E = mc^{2} without calculus (easy)
Deriving the Equation 2
Deriving E = mc^{2} using calculus (advanced)
Energy from Radioactive Decay
What is radioactive decay?
Energy from Nuclear Fission
Pulling atoms apart
Energy from Nuclear Fusion
Squeezing atoms together

The
purpose
of
these
pages
is
to
explain
E
=
mc
^{2}
in
a
clear,
concise
and
understandable
way
with
easily
followed
worked
examples,
and
with
further
pages
examining
the
special
theory
of
relativity
in
order
to
describe
its background.

Special Relativity in 15 Minutes
A quick summary of Special Relativity
Time Dilation
How time changes during very high speed travel
Time Dilation Calculator
How long does it take to reach the stars?
Time Dilation Worked Examples
Solving the time dilation equation
Time Dilation at “Low” speeds
How is time affected when flying?
The Constant Speed of Light
Light is very, very strange…
Speed, Frequency and Wavelength
How they are mathematically linked
The Light Clock
A theoretical proof of time dilation

Galileo’s Relativity
The Galilean transformation co-ordinate equations
Albert Einstein Biography
Coming soon…
E = mc2 & Relativity in the News
Reports of the latest News
FAQ
Isn’t it just a theory?
Seiten auf Deutsch
Pages in German
SI Units Explained:
The mole
How many atoms are there in a diamond?
The ampere
Number of electrons for a cup of tea?
The metre
How long does it take to walk around the Earth?
The candela
How many candles are as bright as a light bulb?
The kilogram
How much would you weigh on the Moon?
The kelvin
How hot is a bolt of lightning?
The second
Is a second always a second?
SI Derived Units Just what is a henry?

Albert
Einstein
published
his
Special
Theory
of
Relativity
in
1905
and
in
doing
so
discovered
that
mass
and
energy
are
actually
the
same
thing,
with
one
a
tightly
compressed
manifestation
of
the
other.
This
mass-energy
equivalence
has
had
a
major
impact
on
all
our
lives,
although
how
and
why
isn't
always
obvious.
Although
relativity
has
a
reputation
for
being
difficult
much
of
it
can
be
understood
by
anyone.