Black Hole Theory
December 31, 2019
Black Hole Theory
December 31, 2019
December 31, 2019
December 31, 2019
Abstract: This paper theorizes that the Special Relativity Theory (E=MC2) works in reverse in a black hole. Within a black hole the reaction works as a reverse (endothermic) nuclear reaction to convert energy into mass.
Background: In normal objects (not black holes) as matter is drawn to an object due to gravitational forces, the temperature of the object tends to rise as the kinetic energy of arriving new matter is converted to random thermal energy. This and other processes including nuclear fusion tend to raise the object’s temperature until the object is radiating sufficient energy to reach an overall thermal equilibrium. This thermal energy causes particle motion within the object. Since any particle motion acts to increase spacing between particles, particle motion normally leads to thermal expansion and tends to limit the density of the object.
What if sufficiently massive and dense objects did not follow the above pattern? What if the object experiences contraction forces due to gravitation at a level where the normal thermal forces that cause particle motion (and the resulting limitation on density) are overwhelmed? Could the particles within the object’s core become so compressed that thermal motion is no longer possible?
If so, where does the energy go? Could the prior thermal energy of the core be radiated away or otherwise dissipated? Does Hawking radiation explain this? What if this lost thermal energy in the object’s core is (at least partially) converted to mass by an endothermic (reverse) nuclear reaction that still follows the equation E=MC2?
The endothermic nuclear reaction would be the reverse of commonly known exothermic nuclear reactions. This reaction follows the Special Relativity (Mass–Energy equivalence) formula but in the reverse direction of commonly accepted use. In contrast to exothermic nuclear reactions, the endothermic nuclear reaction would convert energy into matter at the rate of M=E/C2. (Please read "2" as an exponent.)
Could black holes contain an endothermic nuclear chain reaction? Would it be self-sustaining?
1.As the object’s mass is increased by collisions with other objects due to gravitational attraction, the object’s gravitational pull and its contraction forces are increased. If there is a critical point that begins/sustains a endothermic nuclear reaction, this works to further increase the objects mass. As mass increases, the volume increases within the object’s core that has sufficient contraction force to prohibit thermal motion, causing more thermal energy to be converted to mass and the reaction to continue.
2.As the reaction absorbs thermal energy, the temperature of larger volumes within the object begin to approach absolute zero. This decrease in temperature may cause further contraction in the non-core regions of the object where the density had been limited due to thermal expansion. Further contraction causes its overall density to increase. As its density increases, its local gravitational pull and contraction forces are further increased thus helping to sustain the reaction.
The endothermic nuclear reaction would continue as long as the object’s core remains above absolute zero and the contraction forces are sustained or increased. As long as the gravitational pull of the object causes new matter to be ingested, additional mass and kinetic energy are added to the object, the endothermic nuclear reaction continues to absorb this energy, convert this energy into new mass, increase the contractive forces and continue the chain reaction.
Please leave a comment to help me understand if this is possible. I’m an engineer, not a professional physicist so I may have this all wrong. If so please help me understand. See the contact page to send me an email. Thanks.