The White Hole
A white hole is a time-reversed black hole – a region of space-time where matter spontaneously appears and explodes outwards, rather than implodes and disappears as with a black hole. Advertisement. White holes are essentially the opposite of black holes, in that they spit out light and matter, rather than trapping it.
What creates a white hole?
So then what's a white hole? White holes are created when astrophysicists mathematically explore the environment around black holes, but pretend there's no mass within the event horizon. What happens when you have a black hole singularity with no mass? White holes are completely theoretical mathematical concepts.
Who invented white hole?
The possibility of the existence of white holes was put forward by Russian cosmologist Igor Novikov in 1964.
What happens if you are in a white hole?
No spacecraft will ever reach the region's edge. Objects inside a white hole can leave and interact with the outside world, but since nothing can get in, the interior is cut off from the universe's past: No outside event will ever affect the inside.
A white hole is a bizarre cosmic object which is intensely bright, and from which matter gushes rather than disappears. In other words, it's the exact opposite of a black hole. But unlike black holes, there's no consensus about whether white holes exist, or how they'd be formed.
Can a white hole stop a black hole?
A black hole is a region which nothing may ever escape, only enter. A white hole is a region which nothing may ever enter, only escape from. Thus, if the two were to collide, the white hole would enter the black hole, becoming part of it from an outside perspective
What is a white hole in detail?
In general relativity, a white hole is a hypothetical region of spacetime and singularity that cannot be entered from the outside, although energy-matter, light and information can escape from it.
What happens inside a white hole?
A white hole is a time-reversed black hole – a region of space-time where matter spontaneously appears and explodes outwards, rather than implodes and disappears as with a black hole. White holes are essentially the opposite of black holes, in that they spit out light and matter, rather than trapping it.
How is a hole created in math?
HoleA hole exists on the graph of a rational function at any input value that causes both the numerator and denominator of the function to be equal to zero.
How white holes is possible?
A white hole is a black hole running backwards in time. Just as black holes swallow things irretrievably, so also do white holes spit them out. White holes cannot exist, since they violate the second law of thermodynamics
Are white holes mathematically possible?
White holes are completely theoretical mathematical concepts. In fact, if you do black hole mathematics for a living, I'm told, ignoring the mass of the singularity makes your life so much easier.
What is the math behind a white hole?
Division/Multiplication Inverse: 2x5=10 and 10÷5=2. This simplification, or idea of Mathematical Inverses, essentially demonstrates the prediction of the existence of White Holes and what they might be: the Inverse of a Black Hole — or, a Black Hole in 'reverse
White holes are a mathematical abstraction that necessarily exist in the infinite past. That is to say, if you follow the mathematical model that physicists use, you'll never have a situation where a white hole exists at the same time as anything else. Its existence happens infinitely long ago.
White Hole Sinhala Translation đ
āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āļාāļŊ-āļ´්āļģāļිāļŊෝāļ¸ āļāˇ
ු āļුāˇāļģāļēāļි - āļāˇ
ු āļුāˇāļģāļēāļ් āļ¸ෙāļą් āļ´ුāļ´ුāļģāˇා āˇැāļģීāļ¸āļ§ āˇා āļ
āļුāļģුāļ¯āˇāļą් āˇීāļ¸āļ§ āˇāļŠා, āļ´āļ¯ාāļģ්āļŽāļē āˇ්āˇāļēංāˇිāļ¯්āļ°āˇ āļ¸āļුāˇී āļ´ිāļ§āļāļ§ āļ´ිāļ´ිāļģෙāļą āļ
āˇāļාāˇ-āļාāļŊ āļāļŊාāļ´āļēāļි. āˇෙāˇ
āļŗ āļ¯ැāļą්āˇීāļ¸. āˇුāļ¯ු āļුāˇāļģ āļ
āļ්āļēāˇāˇ්āļēāļēෙāļą්āļ¸ āļāˇ
ු āļුāˇāļģāˇāļŊ āļ´්āļģāļිāˇිāļģුāļ¯්āļ°āļēāļēි, āļ¸āļą්āļ¯ āļāˇා āļāļුāļŊāļ§ āˇāˇු āļąොāˇී āļāļŊෝāļāļē āˇāˇ āļ´āļ¯ාāļģ්āļŽāļē āļ´ිāļ§ āļāļģāļēි.
āˇුāļ¯ු āļුāˇāļģāļēāļ් āļąිāļģ්āļ¸ාāļĢāļē āļāļģāļą්āļąේ āļුāļ¸āļ් āļ¯?
āļāˇේāļąāļ¸් āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āļුāļ¸āļ්āļ¯? āļාāļģāļා āļˇෞāļිāļ āˇිāļ¯්āļēාāļĨāļēāļą් āļ⎠ු āļුāˇāļģ āļ āˇāļ§ āļ´āļģිāˇāļģāļē āļāļĢිāļāļ¸āļē āˇāˇāļēෙāļą් āļāˇේāˇāļĢāļē āļāļģāļą āˇිāļ§ āˇුāļ¯ු āļුāˇāļģ āļąිāļģ්āļ¸ාāļĢāļē āˇේ, āļąāļ¸ුāļ් āˇිāļ¯ුāˇීāļ¸් āļ්āˇිāļිāļĸāļē āļු⎠āˇ්āļāļą්āļ°āļēāļ් āļąොāļ¸ැāļි āļļ⎠āļ¸āˇාāļ´ාāļēි. āļāļļāļ§ āˇ්āļāļą්āļ°āļēāļ් āļąොāļ¸ැāļි āļ⎠ු āļුāˇāļģ āļāļීāļēāļ්āˇāļēāļ් āļāļි āˇිāļ§ āļුāļ¸āļ් āˇිāļ¯ුāˇේāļ¯? āˇුāļ¯ු āļුāˇāļģ āˇāļ¸්āļ´ූāļģ්āļĢāļēෙāļą්āļ¸ āˇෛāļ¯්āļ°ාāļą්āļිāļ āļāļĢිāļāļ¸āļē āˇංāļāļŊ්āļ´ āˇේ.
āˇුāļ¯ු āļුāˇāļģāļē āˇොāļēාāļāļ්āļේ āļāˇුāļ¯?
āˇුāļ¯ු āˇිāļ¯ුāļģු āļ´ැāˇāļීāļ¸ේ āˇැāļිāļēා⎠āļģුāˇිāļēාāļąු āˇිāˇ්⎠āˇිāļ¯්āļēාāļĨ āļāļෝāļģ් āļąොāˇිāļොāˇ් āˇිāˇිāļą් 1964 āļ¯ී āļāļ¯ිāļģිāļ´āļ් āļāļģāļą āļŊāļ¯ී.
āļāļļ āˇුāļ¯ු āļුāˇāļģāļēāļ āˇිāļ§ිāļēāˇොāļ් āļුāļ¸āļ් āˇිāļ¯ුāˇේāļ¯?
āļිāˇිāļ¸ āļ āļˇ්āļēāˇāļා⎠āļēාāļąāļēāļ් āļāļŊාāļ´āļēේ āļ¸ාāļēිāļ¸ āˇෙāļ ⎠āļා āļąොāˇāļąු āļāļ. āˇුāļ¯ු āļුāˇāļģāļēāļ් āļු⎠āļāļි āˇāˇ්āļූāļą් āļ´ිāļ§āˇී āļļාāˇිāļģ āļŊෝāļāļē āˇāļ¸āļ āļ āļą්āļāļģ් āļ්āļģිāļēා āļ⎠āˇැāļිāļē, āļąāļ¸ුāļ් āļිāˇිāˇāļāļ§ āļāļු⎠ු āˇිāļē āļąොāˇැāļි āļļැāˇිāļą්, āļ āļˇ්āļēāļą්āļāļģāļē āˇිāˇ්āˇāļēේ āļ āļීāļāļēෙāļą් āļāļ´ා āˇැāļģේ: āļļාāˇිāļģ āļිāˇිāļ¯ු āˇිāļ¯ුāˇීāļ¸āļ් āļිāˇි āˇිāļ§ෙāļāļ් āļ āļˇ්āļēāļą්āļāļģāļēāļ§ āļļāļŊāļ´ාāļą්āļąේ āļąැāļ.
āˇුāļ¯ු āˇිāļ¯ුāļģāļ් āļēāļąු āļීāˇ්āļģ āļŊෙ⎠āļ¯ීāļ´්āļිāļ¸āļ් āˇāļą āļ
āļāļģ āļ¯්āļģāˇ්āļēāļē āļ
āļුāļģුāļ¯āˇāļą් āˇීāļ¸āļ§ āˇāļŠා āļāļŊා āļēāļą āˇිāļාāļģ āˇිāˇ්āˇීāļē āˇāˇ්āļුāˇāļි. āˇෙāļąāļ් āˇāļ āļą āˇāļŊිāļą් āļිāˇāˇොāļ්, āļāļē āļāˇ
ු āļුāˇāļģāļēāļ āļ´්āļģāļිāˇිāļģුāļ¯්āļ°āļēāļēි. āļąāļ¸ුāļ් āļāˇ
ු āļුāˇāļģ āļ¸ෙāļą් āļąොāˇ, āˇුāļ¯ු āļුāˇāļģ āļිāļļේāļ¯ āļēāļą්āļą āˇෝ āļāˇා āˇෑāļ¯ෙāļą්āļąේ āļෙāˇේāļ¯ āļēāļą්āļą āļ´ිāˇ
ිāļļāļŗ āˇāļ¸්āļ¸ුāļිāļēāļ් āļąොāļ¸ැāļ.
āˇුāļ¯ු āļුāˇāļģāļēāļāļ§ āļāˇ
ු āļුāˇāļģāļēāļ් āļąැāˇැāļ්āˇිāļē āˇැāļිāļ¯?
āļ⎠ු āļුāˇāļģāļēāļ් āļēāļąු āļිāˇිāˇāļුāļ§ āļිāˇිāļ¯ා āļැāļŊāˇිāļē āļąොāˇැāļි, āļāļු⎠ුāˇීāļ¸ āļ´āļ¸āļĢāļ් āˇිāļ¯ු āˇāļą āļāļŊාāļ´āļēāļි. āˇුāļ¯ු āˇිāļ¯ුāļģāļ් āļēāļąු āļිāˇිāˇāļුāļ§ āļිāˇිāļ¯ා āļāļු⎠ු āˇිāļē āļąොāˇැāļි, āļāļēිāļą් āļැāļŊāˇී āļēා āˇැāļි āļāļŊාāļ´āļēāļි. āļ¸ේ āļ āļąුāˇ, āļ¯ෙāļ āļāļිāļąෙāļ āļැāļ§ුāļąāˇොāļ්, āˇුāļ¯ු āļුāˇāļģāļē āļ⎠ු āļුāˇāļģāļēāļ§ āļāļු⎠ු āˇāļą āļ āļāļģ, āļļාāˇිāļģ āļ¯ෘāˇ්āļ§ිāļෝāļĢāļēāļිāļą් āļāˇි āļොāļ§āˇāļ් āļļāˇāļ§ āļ´āļ්āˇāļąු āļāļ.
āˇිāˇ්āļāļģාāļ්āļ¸āļ⎠āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āļුāļ¸āļ්āļ¯?
āˇාāļ¸ාāļą්āļē āˇාāļ´ේāļ්āˇāļාāˇාāļ¯āļēේ āļ¯ී, āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āˇāļ්āļි āļ´āļ¯ාāļģ්āļŽ, āļāļŊෝāļāļē āˇāˇ āļොāļģāļුāļģු āļāļēිāļą් āļැāļŊāˇිāļē āˇැāļි āˇුāˇāļ¯ āļ´ිāļ§āļිāļą් āļāļු⎠ු āļ⎠āļąොāˇැāļි āļ āˇāļා⎠āļාāļŊāļē āˇāˇ āļāļීāļēāļ්āˇāļē āļ´ි⎠ිāļļāļŗ āļāļ´āļāļŊ්āļ´ිāļ āļāļŊාāļ´āļēāļි.
āˇුāļ¯ු āļුāˇāļģāļēāļ් āļāļුāˇ
āļ āˇිāļ¯ු āˇāļą්āļąේ āļුāļ¸āļ්āļ¯?
āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āļාāļŊ-āļ´්āļģāļිāļŊෝāļ¸ āļ⎠ු āļුāˇāļģāļēāļි - āļ⎠ු āļුāˇāļģāļēāļ් āļ¸ෙāļą් āļ´ුāļ´ුāļģāˇා āˇැāļģීāļ¸āļ§ āˇා āļ āļුāļģුāļ¯āˇāļą් āˇීāļ¸āļ§ āˇāļŠා, āļ´āļ¯ාāļģ්āļŽāļē āˇ්āˇāļēංāˇිāļ¯්āļ°āˇ āļ¸āļුāˇී āļ´ිāļ§āļāļ§ āļ´ිāļ´ිāļģෙāļą āļ āˇāļාāˇ-āļාāļŊ āļāļŊාāļ´āļēāļි. āˇුāļ¯ු āļුāˇāļģ āļ āļ්āļēāˇāˇ්āļēāļēෙāļą්āļ¸ āļ⎠ු āļුāˇāļģāˇāļŊ āļ´්āļģāļිāˇිāļģුāļ¯්āļ°āļēāļēි, āļ¸āļą්āļ¯ āļāˇා āļāļුāļŊāļ§ āˇāˇු āļąොāˇී āļāļŊෝāļāļē āˇāˇ āļ´āļ¯ාāļģ්āļŽāļē āļ´ිāļ§ āļāļģāļēි.
āļāļĢිāļāļēේ āˇිāļ¯ුāļģāļ් āļąිāļģ්āļ¸ාāļĢāļē āˇāļą්āļąේ āļෙāˇේāļ¯?
HoleA āļුāˇāļģāļē āļāļąෑāļ¸ āļāļ¯ාāļą āļ āļāļēāļ āļාāļģ්āļිāļ āˇ්āļģිāļāļēāļ āļ´්āļģāˇ්āļŽාāļģāļē āļ¸āļ āļ´āˇāļිāļą āļ āļāļģ āļāļ¸āļිāļą් āˇ්āļģිāļāļēේ āˇංāļ්āļēා⎠āˇāˇ āˇāļģāļē āļēāļą āļ¯ෙāļāļ¸ āˇුāļą්āļēāļēāļ§ āˇāļ¸ාāļą āˇේ.
āˇුāļ¯ු āˇිāļ¯ුāļģු āˇැāļි āˇāļą්āļąේ āļෙāˇේāļ¯?
āˇුāļ¯ු āļුāˇāļģāļēāļ් āļēāļąු āļාāļŊāļēාāļේ āļāˇෑāļ¸ෙāļą් āļ´āˇුāļ´āˇāļ§ āļ¯ිāˇෙāļą āļ⎠ු āļුāˇāļģāļēāļි. āļ⎠ු āļුāˇāļģ āļāļ´āˇු āˇැāļģāˇිāļē āļąොāˇැāļි āļŊෙ⎠āļ¯ේāˇāļŊ් āļිāļŊ āļ¯āļ¸āļą්āļąා āˇේāļ¸ āˇුāļ¯ු āļුāˇāļģāļ¯ āļāˇා āļ´ිāļ§āļāļ§ āļෙ⎠āļāˇāļēි. āˇුāļ¯ු āļුāˇāļģ āļ´ැāˇāļිāļē āļąොāˇැāļ, āļ¸āļą්āļ¯ āļāˇා āļාāļ´ āļāļි āˇිāļ¯්āļēාāˇේ āļ¯ෙāˇāļą āļąිāļēāļ¸āļē āļāļŊ්āļŊංāļāļąāļē āļāļģāļēි
āˇුāļ¯ු āļුāˇāļģ āļāļĢිāļāļ¸āļē āˇāˇāļēෙāļą් āļāˇ
āˇැāļිāļ¯?
āˇුāļ¯ු āļුāˇāļģ āˇāļ¸්āļ´ූāļģ්āļĢāļēෙāļą්āļ¸ āˇෛāļ¯්āļ°ාāļą්āļිāļ āļāļĢිāļāļ¸āļē āˇංāļāļŊ්āļ´ āˇේ. āļāļ්āļ āˇāˇāļēෙāļą්āļ¸, āļāļļ āļĸීāˇāļ්āˇීāļ¸ āˇāļŗāˇා āļ⎠ු āļුāˇāļģ āļāļĢිāļāļē āļāļģāļą්āļąේ āļąāļ¸්, āļ¸āļ§ āļිāļēāļąු āļŊැāļļේ, āļāļීāļēāļ්āˇāļēේ āˇ්āļāļą්āļ°āļē āļąොāˇāļŊāļා āˇැāļģීāļ¸ āļāļļේ āļĸීāˇිāļāļē āļāļා āļ´āˇāˇු āļāļģāļēි.
āˇුāļ¯ු āˇිāļ¯ුāļģāļ් āļ´ිāļ§ුāļ´āˇ āļāļි āļāļĢිāļāļē āļුāļ¸āļ්āļ¯?
āļļෙāļ¯ීāļ¸/āļුāļĢ āļිāļģීāļ¸ āļ´්āļģāļිāļŊෝāļ¸: 2x5=10 āˇāˇ 10÷5=2. āļ¸ෙāļ¸ āˇāļģāļŊ āļිāļģීāļ¸, āˇෝ āļāļĢිāļāļ¸āļē āļ´්āļģāļිāļŊෝāļ¸ āļ´ි⎠ිāļļāļŗ āļ āļ¯āˇāˇ, āļ āˇāˇ්āļēāļēෙāļą්āļ¸ āļ°āˇāļŊ āļුāˇāļģāˇāļŊ āļ´ැāˇැāļ්āļ¸ āˇāˇ āļāˇා āˇිāļē āˇැāļි āļ¯ේ āļ´ි⎠ිāļļāļŗ āļ´ුāļģෝāļāļŽāļąāļē āļ´ෙāļą්āļąුāļ¸් āļāļģāļēි: āļ⎠ු āļුāˇāļģāļēāļ āļ´්āļģāļිāļŊෝāļ¸āļē - āˇෝ, 'āļ´්āļģāļිāļŊෝāļ¸āļēේ āļ⎠ු āļුāˇāļģāļēāļ්'
āˇුāļ¯ු āļුāˇāļģ āļēāļąු āļ
āļąāļą්āļ āļ
āļීāļāļēේ āļ
āļąිāˇාāļģ්āļēāļēෙāļą් āļ´āˇāļිāļą āļāļĢිāļāļ¸āļē āˇාāļģාංāˇāļēāļි. āļāļąāļ¸්, āļāļļ āļˇෞāļිāļ āˇිāļ¯්āļēාāļĨāļēāļą් āļˇාāˇිāļා āļāļģāļą āļāļĢිāļāļ¸āļē āļāļෘāļිāļē āļ
āļąුāļāļ¸āļąāļē āļāļģāļą්āļąේ āļąāļ¸්, āļāļļāļ§ āļිāˇි āˇිāļ§ෙāļāļ් āˇෙāļąāļ් āļāļąෑāļ¸ āļ¯ෙāļēāļ් āļ¸ෙāļą් āˇුāļ¯ු āļුāˇāļģāļēāļ් āļāļāˇāļģ āļ´āˇāļිāļą āļāļ්āˇāļēāļ් āļāļි āļąොāˇේ. āļāˇි āļ´ැāˇැāļ්āļ¸ āļ
āļąāļą්āļāˇāļ් āļļොāˇෝ āļāļŊāļāļ§ āļ´ෙāļģ āˇිāļ¯ු āˇේ.
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