In 1975,
Hawking published a paper that said that black holes aren't black,
but glow slightly with what he dubbed Hawking radiation, which
consists of photons, neutrinos, and even massive quarks. He predicted
that it should glow like a blackbody (which is the ideal absorbtion
medium). However, this glow would only be significant for small
black holes.
When dealing
with the Special Theory of Relativity, the concept of length contraction
is very important. As objects move through the space relativistic
speeds, the dimension of this particular object that is in the
direction of motion will began to contract. The extent of this
dimensional contraction depends entirely upon the relativistic
speeds of the object. The dimension that is perpendicular to the
direction of motion is not affected by the relativistic speeds
of the object, and because of this, this dimension does not contract.
FitzGerald and Hendrick A. Lorentz developed the idea and the
mathematical expression of length contraction. The expression
shows all the different factors that go into account when looking
at the length of an object moving at relativistic speeds.In this
expression, (L) is the length of the object in motion, (Lo) is
the length of the object while at rest, (v) is the speed of the
object, and (c) is the speed of light in a vacuum.
Mass increase
is fundamental concept in the Special Theory of Relativity. When
objects travel at relativistic speeds, they increase in mass.
When a force interacts with an object, the object under goes acceleration,
which is a change in velocity. By looking at Newton's second law
of physics, one can see that (a = F/m). In this equation, (F)
is average force, (m) is the mass of the object, and (a) is the
acceleration. From the formula (a = F/m), it can be seen that
acceleration varies directly with the applied force. This also
means that the acceleration varies inversely with the mass of
the object. As the force imparted on an object increase, the acceleration
increases, but as the mass of the object increases, the acceleration
decreases. As the acceleration of the object increases, its velocity.
As long as the acceleration increases, the velocity will increase
to a point. Due to present technology and because of the lack
of energy/matter, this point is the speed of light. In theory,
nothing can travel faster than the speed of light, 3.0 * 10^8
m/s. As an object travels faster and faster, it gains mass but,
where does this mass come from? This mass comes from the energy
of the object. As the object travels faster and faster, it acquires
more and more energy. This energy shows up in the form of an increased
mass. The fact that energy and matter are the same thing allows
for this concept to be true. The relationship between relativistic
mass and rest mass is shown in the equation
In this equation, (m) is the relativistic mass, (mo) is the
rest mass, (v) is the relativistic velocity, and ( c) is the speed
of light. This formula allows one to find the relativistic mass
of an object traveling at relativistic speeds.
When objects
move at non-relativistic speeds, space and time are more constant
and the speed of the object is relative, but when this object
moves at relativistic speeds, space and time are relative ,where
as; its speed is constant. This shows that time is not an absolute
value for the universe because it depends on your position and
type of motion in the universe. This speed reaches a limit at
3.0*10^8 m/s, which is the speed of light. Objects that move at
relativistic speeds under go time dilation. This is one of the
most important characteristics of objects that move at relativistic
speeds. The faster an object moves, the slower its time is relative
to an outside observer. This fact becomes very powerful when an
object moves at relativistic speeds. The formula
allows one to find the relativistic time. In this formula,
(t) is the relativistic time,(to) is the non-relativistic time,
(v) is the speed of the object, and (c) is the speed of light.