Transient001
Quantum Scribe
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According to the Pensrose Process this feat could be achieved provided that there is an available rotating Black Hole nearby.
In order to achieve this we need a Black Hole with rotating capacities of a mass type M. Some distance from this M mass Black Hole we need a particle, this one with energy Ee. Since this particle is to be found outside the ergosphere it needs to be of a positive Ee charge. Once this is set, launch the particle in to the event horizon of the ergopheric hole. Upon arrival of the particle into the ergospheric event horizon, fashion a way in which the particle will be split, such as an explosion.
When this explosion takes effect, the particle will be divided into two, each fragment having an energy charge of Eo, which is +, and Ei, which is negative. This Ei being negative will be drawn into the maw of the Black Hole. The Eo charged particle, being positive, will be flung away at a considerable distance from the Hole.
Since Ei is negative, the energy Es of the fragment that escapes the hole is greater than the incidental particle Eo. Moreover when the Ei particle reaches the Black Hole it will reduce the Black Hole´s whole energy-mass value. When this process is finished we have a Black Hole of energy McSquared- the absolute value of Ei, and a particle of energy Eo + the absolute value of Ei. In other words energy has been extracted from the Black Hole.
If this is done repeatedly the energy-mass of the Black Hole will begin to diminish, to the point of minimizing the rotation of the Black Hole and then causing the truly spectacular event.
A Black Hole is an already collapsed star under it´s own gravity field, right? Well if enough energy is extracted from a Black Hole, it will start to loose cohesiveness and will start to dissipate, and in time it will begin to release the content inside. That is stellar debris and of course a great deal of light. An explosion of light.
Until later becomes now.
According to the Pensrose Process this feat could be achieved provided that there is an available rotating Black Hole nearby.
In order to achieve this we need a Black Hole with rotating capacities of a mass type M. Some distance from this M mass Black Hole we need a particle, this one with energy Ee. Since this particle is to be found outside the ergosphere it needs to be of a positive Ee charge. Once this is set, launch the particle in to the event horizon of the ergopheric hole. Upon arrival of the particle into the ergospheric event horizon, fashion a way in which the particle will be split, such as an explosion.
When this explosion takes effect, the particle will be divided into two, each fragment having an energy charge of Eo, which is +, and Ei, which is negative. This Ei being negative will be drawn into the maw of the Black Hole. The Eo charged particle, being positive, will be flung away at a considerable distance from the Hole.
Since Ei is negative, the energy Es of the fragment that escapes the hole is greater than the incidental particle Eo. Moreover when the Ei particle reaches the Black Hole it will reduce the Black Hole´s whole energy-mass value. When this process is finished we have a Black Hole of energy McSquared- the absolute value of Ei, and a particle of energy Eo + the absolute value of Ei. In other words energy has been extracted from the Black Hole.
If this is done repeatedly the energy-mass of the Black Hole will begin to diminish, to the point of minimizing the rotation of the Black Hole and then causing the truly spectacular event.
A Black Hole is an already collapsed star under it´s own gravity field, right? Well if enough energy is extracted from a Black Hole, it will start to loose cohesiveness and will start to dissipate, and in time it will begin to release the content inside. That is stellar debris and of course a great deal of light. An explosion of light.
Until later becomes now.