Hawking: Black Holes don't have event horizon

Again, trust in Wikipedia

An event horizon is a boundary in spacetime for a given observer beyond which no information, including light, can reach the observer. The most famous example is a black hole, which for a distant and stationary observer (such as someone at Earth) is surrounded by an event horizon. It is a spherical surface located at the Schwarzschild radius (also called gravitational radius or radius of a black hole). Light emitted from inside the event horizon will never reach a stationary observer outside the horizon, hence the name black hole. Note the dependency on the observer of the concept of event horizon. For example, a free falling observer toward a black hole does not experience an event horizon (see e.g. catastrophic gravitational collapse).

The event horizon for an outside observer really acts as a horizon. He sees an object falling toward the horizon approaching it, but (in his own proper time) never reaching it. In his observations the object goes slower and slower toward the horizon and at the same time the redshift increases beyond bounds to infinity. Also the intensity of the falling object quickly becomes zero. In a finite time the outside observer will receive the last photon from the falling object. He will never see the falling object passing through the event horizon.

The event horizon is distinct from the particle horizon.

Sticking your hand through an event horizon
One can ask what happens, when a stationary observer is in orbit just outside the event horizon and (against all advice) sticks his hand through the horizon? The answer is: he won't succeed in doing so. Free orbits are only possible at a certain distance (for a non-rotating black hole at at least three times the Schwarzschild radius). Near the event horizon, an observer can only remain at a constant radius when he uses a force (e.g. from a rocket) to keep him there. The force needed, grows to infinity when the observer wants to maintain a steady constant orbit approaching the event horizon. When he sticks out his hand, the tidal force (the difference between body and hand along his arm) also becomes infinitely high, so his hand will be chopped off before he manages to do so.

The physical consequences of the previous paragraph are drawn by Stephen Hawking. Everywhere in the vacuum of space virtual particle pairs are created and annihilate quickly. Near an event horizon, they can be separated. Effectively, a particle or photon will be emitted from the horizon, the so-called Hawking radiation.

Event horizon in the absence of gravity
Event horizons also exist in the absence of gravity. A simple example is a uniform accelerated particle (whose speed will thus eventually approach the speed of light but will always be smaller). Light emitted at a certain distance in the direction of that particle will never reach the accelerated particle. It is beyond the event horizon for that particle. Such event horizons occur in particle accelerators.



A part of spacetime forms an event horizon as observed from a constantly accelerated observer. The world line of the observer is given as the solid curve in a two dimensional spacetime representation with time x0 in the vertical direction and a one dimensional space coordinate x3 to the right. An angle of 45 degrees indicate the speed of light, such as the world line of a photon traveling to the right and starting in a. The world line of the observer is described by a hyperbola. The parameter along his path is ô, his proper time. In O his speed is zero and evetually he will reach a speed close to the velocity of light, inclined at an angle of 45 degrees. This asymptotic line is his future event horizon. A photon emitted at any event to the left of it (such as the emission of a photon from event a) will never reach him (as long as the observer maintains a constant acceleration).

If someone at constant zero velocity (a static observer with a vertical line as worldline) would emit photons to the right, then the accelerated observer would see all photons below the event horizon, but in his proper time it would take longer and longer when these photons are emitted closer to the horizon. Also they are more and more redshifted. The accelerated observer would never see the static observer pass the event horizon.

Other examples of an event horizon

Hypothetically, an event horizon can also exist in a universe, for an observer at a given location in space-time, who remains at the same comoving spatial position. When a universe expands quickly enough, for example a de Sitter universe, it can be possible for an event horizon to exist.

 

Really, for a black hole it's kind of theoretical, becuse:

Think about how when one moves away from earth, the gravity that earth exerts on you goes down.

Black Holes are essentially giant megga-masses, and the effect is so pronounced that there is a strong enough gravity gradient between your head and your feet that the additional gravity on your lower body would basically stretch your body until it splits into individual atoms and finally individual particles.

Of course, the gravity causes excitation among the particles such that you'd basically be radioactive by the time you reached the event horizon. This page has a link to an image of the high-energy jets that shoot out of the poles of some black holes as a result.

Finally, becuase the gravity is so intense, you are accelerated to nearly the speed of light and one of the side effects of general relativity is that the closer to the speed of light you move, your subjective experience of time slows down. The effect is known as Time Dialation

The important issue here is that based on the traditional definition of a black hole, material entering essentially seperates itself from our universe, because it will never interact with the universe again.

Hawkning's new concept ultimately makes a big difference regarding potential end of the universe theories, and probably dozens of other physics issues which are beyond me.

If you are not sure why these sorts of things are important to us in the world now, consider the Bose-Einstein Condensate which shares many properties with black holes.

As a laser is a quantity of light that derives it's special properties from the fact that all of the waves are alligned in phase, a bose einstein condensate is a chunk of matter in which all of the electrons are reduced to the lowest state of energy, and are thus in phase. Essentially what happens is that all of these atoms come to occupy more or less the same physical space!

Many people suspect that Bose Einstein Condensates will have the same wide reaching impact on the technologies that lasers have had over the last 30 years, once the details become worked out.