http://www.einstein-online.info/elementary/gravWav
Gravitational waves
With space and time not as rigid background structures, but as dynamical objects (changing as the world changes in and around them), general relativity predicts fundamentally new phenomena. One of the most fascinating is the existence of gravitational waves: small distortions of space-time geometry which propagate through space as waves!
Most readers will have encountered several wave phenomena in everyday life. Sound waves, for instance: a small region of air is compressed, and the fact that its inner pressure is a bit higher than that of neighbouring regions leads to its expansion. This expansion leads to compression nearby, and in this way, the slight surplus in pressure propagates further and further. Such pressure waves are produced when we talk: our vocal cords compress the air around them, sound travels as waves, and these waves are absorbed by our ears when we hear them. In Einstein's case, the situation is somewhat different, but the basic principle is the same: a slight distortion in one region of space distorts nearby regions, and in the end, there is a moving distortion which speeds along at the highest possible speed (the speed of light). Such travelling distortions of space geometry are called gravitational waves.
http://www.einstein-online.info/elementary/gravWav/rhythm
The rhythm of geometry
Distortions of geometry: what does that mean? First of all, distances shrink and expand in a certain coordinated way. That's the main mechanism by which gravitational waves act on the rest of the world: they rhythmically distort distances between freely falling objects.
For the simplest case of a gravitational wave, the consequences are shown in the animation below. Imagine that we are, once more, in empty space, far away from all sources of gravitation. On the floor of our spaceship, we create a mandala, painstakingly constructed by arranging coloured grains of sand:
Note that all the sand particles are free, so they float weightlessly near the cabin floor.
A simple gravitational wave traversing this mandala would change the distances between the sand particles as shown in the following animation. The wave moves from behind the computer screen towards the reader.
[Animation size 118kB; please allow time for loading]
The coordinated dance of stretching and shrinking - stretching in one direction, while distances shrink in the perpendicular direction - is a general property of gravitational waves, as is the fact that all distortion takes place in a plane perpendicular to the direction in which the wave travels.
http://www.einstein-online.info/elementary/gravWav/sources
Making waves
In our universe, gravitational waves are produced in many different ways. Almost every occasion in which masses are accelerated leads to the generation of travelling space distortions, be it two heavenly bodies orbiting one another or stellar matter jettisoned into space in a gigantic explosion.
However, all of the gravitational waves that reach us from the depths of space are very weak, since as such a wave propagates away from its source, it spreads out farther and farther, and the distortions get weaker and weaker. In order for our detectors to measure a gravitational wave, on the other hand, it must be comparatively strong (and that will be the case only for waves generated in some of the most violent situations our universe has to offer).
Promising situations include two orbiting
neutron stars, or a neutron star orbiting a
black hole, or even two black holes orbiting one another. Such objects (which will be described further in the following chapter,
Black holes & Co.) are extremely compact (i.e. for objects of their
mass, they are of extremely small size). It is this compactness that makes these
binariesexcellent sources for strong gravitational waves.
While gravitational waves have not been directly detected so far, there is strong indirect evidence. The smoking gun is a system of orbiting neutron stars with the catchy name
PSR1913+16. Einstein's theory predicts that gravitational waves carry away energy. For a system of orbiting stars, such a decrease in total energy leads to an ever faster and closer orbit. Over decades, radio astronomers have monitored the time that it takes the stars of PSR1913+16 to complete each successive orbit, and lo and behold: this orbital period decreases over time exactly as predicted by general relativity. This is strong evidence that the speed-up is indeed due to the radiation of gravitational waves, and the reason Russell Hulse and Joseph Taylor were awarded the Nobel prize for physics for the year 1993.
With orbiting objects drawing nearer and nearer (as in the case of PSR1913+16), the end is inevitable: There will be a collision, and if neutron stars or black hole collide, a huge amount of energy is radiated away in the form of gravitational waves. The following simulation by scientists of the
Max-Planck-Institute for Gravitational Physics shows the spatial distortions effected by these waves as expanding, coloured regions. In this example, the collision and merger involves two black holes.
[Image: W. Benger AEI/ZIB. Animation size 93 kB; please
allow time for loading.]
Supernovae (violent explosions of dying stars, in which huge amounts of energy are freed and huge amounts of matter ejected into space) are also promising gravitational wave sources.
:::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
I hope those simply explained articles, answers the OP's questions.