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 👇




⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු āļšාāļŊ-āļ´්‍āļģāļ­ිāļŊෝāļ¸ āļšāˇ…ු āļšු⎄āļģāļēāļšි - āļšāˇ…ු āļšු⎄āļģāļēāļš් āļ¸ෙāļą් āļ´ුāļ´ුāļģ⎀ා ⎄ැāļģීāļ¸āļ§ āˇ„ා āļ…āļ­ුāļģුāļ¯āˇ„āļą් ⎀ීāļ¸āļ§ āˇ€āļŠා, āļ´āļ¯ාāļģ්āļŽāļē ⎃්⎀āļēං⎃ිāļ¯්āļ°āˇ€ āļ¸āļ­ු⎀ී āļ´ිāļ§āļ­āļ§ āļ´ිāļ´ිāļģෙāļą āļ…⎀āļšා⎁-āļšාāļŊ āļšāļŊාāļ´āļēāļšි. ⎀ෙ⎅āļŗ āļ¯ැāļą්⎀ීāļ¸. ⎃ුāļ¯ු āļšු⎄āļģ āļ…āļ­්‍āļē⎀⎁්‍āļēāļēෙāļą්āļ¸ āļšāˇ…ු āļšු⎄āļģ⎀āļŊ āļ´්‍āļģāļ­ි⎀ිāļģුāļ¯්āļ°āļēāļēි, āļ¸āļą්āļ¯ āļ’⎀ා āļ‹āļœුāļŊāļ§ āˇ„āˇƒු āļąො⎀ී āļ†āļŊෝāļšāļē āˇƒāˇ„ āļ´āļ¯ාāļģ්āļŽāļē āļ´ිāļ§ āļšāļģāļēි.

⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļąිāļģ්āļ¸ාāļĢāļē āļšāļģāļą්āļąේ āļšුāļ¸āļš් āļ¯?

āļ‘āˇƒේāļąāļ¸් ⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු āļšුāļ¸āļš්āļ¯? āļ­ාāļģāļšා āļˇෞāļ­ිāļš āˇ€ිāļ¯්‍āļēාāļĨāļēāļą් āļšāˇ…ු āļšු⎄āļģ āļ…⎀āļ§ āļ´āļģි⎃āļģāļē āļœāļĢිāļ­āļ¸āļē ⎀⎁āļēෙāļą් āļœāˇ€ේ⎂āļĢāļē āļšāļģāļą āˇ€ිāļ§ āˇƒුāļ¯ු āļšු⎄āļģ āļąිāļģ්āļ¸ාāļĢāļē ⎀ේ, āļąāļ¸ුāļ­් ⎃ිāļ¯ු⎀ීāļ¸් āļš්⎂ිāļ­ිāļĸāļē āļ­ු⎅ ⎃්āļšāļą්āļ°āļēāļš් āļąොāļ¸ැāļ­ි āļļ⎀ āļ¸āˇ€ාāļ´ාāļēි. āļ”āļļāļ§ āˇƒ්āļšāļą්āļ°āļēāļš් āļąොāļ¸ැāļ­ි āļšāˇ…ු āļšු⎄āļģ āļ’āļšීāļēāļ­්⎀āļēāļš් āļ‡āļ­ි ⎀ිāļ§ āļšුāļ¸āļš් ⎃ිāļ¯ු⎀ේāļ¯? ⎃ුāļ¯ු āļšු⎄āļģ ⎃āļ¸්āļ´ූāļģ්āļĢāļēෙāļą්āļ¸ āˇƒෛāļ¯්āļ°ාāļą්āļ­ිāļš āļœāļĢිāļ­āļ¸āļē ⎃ංāļšāļŊ්āļ´ āˇ€ේ.


⎃ුāļ¯ු āļšු⎄āļģāļē ⎃ොāļēාāļœāļ­්āļ­ේ āļšāˇ€ුāļ¯?

⎃ුāļ¯ු ⎃ිāļ¯ුāļģු āļ´ැ⎀āļ­ීāļ¸ේ ⎄ැāļšිāļēා⎀ āļģු⎃ිāļēාāļąු ⎀ි⎁්⎀ ⎀ිāļ¯්‍āļēාāļĨ āļ‰āļœෝāļģ් āļąො⎀ිāļšො⎀් ⎀ි⎃ිāļą් 1964 āļ¯ී āļ‰āļ¯ිāļģිāļ´āļ­් āļšāļģāļą āļŊāļ¯ී.

āļ”āļļ ⎃ුāļ¯ු āļšු⎄āļģāļēāļš āˇƒිāļ§ිāļē⎄ොāļ­් āļšුāļ¸āļš් ⎃ිāļ¯ු⎀ේāļ¯?

āļšි⎃ිāļ¸ āļ…āļˇ්‍āļē⎀āļšා⎁ āļēාāļąāļēāļš් āļšāļŊාāļ´āļēේ āļ¸ාāļēිāļ¸ āˇ€ෙāļ­ āˇ…āļŸා āļąො⎀āļąු āļ‡āļ­. ⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļ­ු⎅ āļ‡āļ­ි āˇ€āˇƒ්āļ­ූāļą් āļ´ිāļ§āˇ€ී āļļා⎄ිāļģ āļŊෝāļšāļē ⎃āļ¸āļŸ āļ…āļą්āļ­āļģ් āļš්‍āļģිāļēා āļšāˇ… ⎄ැāļšිāļē, āļąāļ¸ුāļ­් āļšි⎃ි⎀āļšāļ§ āļ‡āļ­ු⎅ු ⎀ිāļē āļąො⎄ැāļšි āļļැ⎀ිāļą්, āļ…āļˇ්‍āļēāļą්āļ­āļģāļē ⎀ි⎁්⎀āļēේ āļ…āļ­ීāļ­āļēෙāļą් āļšāļ´ා ⎄ැāļģේ: āļļා⎄ිāļģ āļšි⎃ිāļ¯ු ⎃ිāļ¯ු⎀ීāļ¸āļš් āļšි⎃ි ⎀ිāļ§ෙāļšāļ­් āļ…āļˇ්‍āļēāļą්āļ­āļģāļēāļ§ āļļāļŊāļ´ාāļą්āļąේ āļąැāļ­.

⎃ුāļ¯ු ⎃ිāļ¯ුāļģāļš් āļēāļąු āļ­ී⎀්‍āļģ āļŊෙ⎃ āļ¯ීāļ´්āļ­ිāļ¸āļ­් ⎀āļą āļ…āļ­āļģ āļ¯්‍āļģ⎀්‍āļēāļē āļ…āļ­ුāļģුāļ¯āˇ„āļą් ⎀ීāļ¸āļ§ āˇ€āļŠා āļœāļŊා āļēāļą āˇ€ිāļšාāļģ ⎀ි⎁්⎀ීāļē āˇ€āˇƒ්āļ­ු⎀āļšි. ⎀ෙāļąāļ­් ⎀āļ āļą āˇ€āļŊිāļą් āļšි⎀⎄ොāļ­්, āļ‘āļē āļšāˇ…ු āļšු⎄āļģāļēāļš āļ´්‍āļģāļ­ි⎀ිāļģුāļ¯්āļ°āļēāļēි. āļąāļ¸ුāļ­් āļšāˇ…ු āļšු⎄āļģ āļ¸ෙāļą් āļąො⎀, ⎃ුāļ¯ු āļšු⎄āļģ āļ­ිāļļේāļ¯ āļēāļą්āļą āˇ„ෝ āļ’⎀ා ⎃ෑāļ¯ෙāļą්āļąේ āļšෙ⎃ේāļ¯ āļēāļą්āļą āļ´ි⎅ිāļļāļŗ āˇƒāļ¸්āļ¸ුāļ­ිāļēāļš් āļąොāļ¸ැāļ­.


⎃ුāļ¯ු āļšු⎄āļģāļēāļšāļ§ āļšāˇ…ු āļšු⎄āļģāļēāļš් āļąැ⎀ැāļ­්⎀ිāļē ⎄ැāļšිāļ¯?

āļšāˇ…ු āļšු⎄āļģāļēāļš් āļēāļąු āļšි⎃ි⎀āļšුāļ§ āļšි⎃ිāļ¯ා āļœැāļŊ⎀ිāļē āļąො⎄ැāļšි, āļ‡āļ­ු⎅ු⎀ීāļ¸ āļ´āļ¸āļĢāļš් ⎃ිāļ¯ු ⎀āļą āļšāļŊාāļ´āļēāļšි. ⎃ුāļ¯ු ⎃ිāļ¯ුāļģāļš් āļēāļąු āļšි⎃ි⎀āļšුāļ§ āļšි⎃ිāļ¯ා āļ‡āļ­ු⎅ු ⎀ිāļē āļąො⎄ැāļšි, āļ‘āļēිāļą් āļœැāļŊ⎀ී āļēා ⎄ැāļšි āļšāļŊාāļ´āļēāļšි. āļ¸ේ āļ…āļąු⎀, āļ¯ෙāļš āļ‘āļšිāļąෙāļš āļœැāļ§ුāļąāˇ„ොāļ­්, ⎃ුāļ¯ු āļšු⎄āļģāļē āļšāˇ…ු āļšු⎄āļģāļēāļ§ āļ‡āļ­ු⎅ු ⎀āļą āļ…āļ­āļģ, āļļා⎄ිāļģ āļ¯ෘ⎂්āļ§ිāļšෝāļĢāļēāļšිāļą් āļ‘⎄ි āļšොāļ§āˇƒāļš් āļļ⎀āļ§ āļ´āļ­්⎀āļąු āļ‡āļ­.


⎀ි⎃්āļ­āļģාāļ­්āļ¸āļšāˇ€ ⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු āļšුāļ¸āļš්āļ¯?

⎃ාāļ¸ාāļą්‍āļē ⎃ාāļ´ේāļš්‍⎂āļ­ා⎀ාāļ¯āļēේ āļ¯ී, ⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු ⎁āļš්āļ­ි āļ´āļ¯ාāļģ්āļŽ, āļ†āļŊෝāļšāļē āˇƒāˇ„ āļ­ොāļģāļ­ුāļģු āļ‘āļēිāļą් āļœැāļŊ⎀ිāļē ⎄ැāļšි ⎀ු⎀āļ¯ āļ´ිāļ§āļ­ිāļą් āļ‡āļ­ු⎅ු āļšāˇ… āļąො⎄ැāļšි āļ…⎀āļšා⎁ āļšාāļŊāļē āˇƒāˇ„ āļ’āļšීāļēāļ­්⎀āļē āļ´ි⎅ිāļļāļŗ āļ‹āļ´āļšāļŊ්āļ´ිāļ­ āļšāļŊාāļ´āļēāļšි.

⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļ‡āļ­ු⎅āļ­ āˇƒිāļ¯ු ⎀āļą්āļąේ āļšුāļ¸āļš්āļ¯?

⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු āļšාāļŊ-āļ´්‍āļģāļ­ිāļŊෝāļ¸ āļšāˇ…ු āļšු⎄āļģāļēāļšි - āļšāˇ…ු āļšු⎄āļģāļēāļš් āļ¸ෙāļą් āļ´ුāļ´ුāļģ⎀ා ⎄ැāļģීāļ¸āļ§ āˇ„ා āļ…āļ­ුāļģුāļ¯āˇ„āļą් ⎀ීāļ¸āļ§ āˇ€āļŠා, āļ´āļ¯ාāļģ්āļŽāļē ⎃්⎀āļēං⎃ිāļ¯්āļ°āˇ€ āļ¸āļ­ු⎀ී āļ´ිāļ§āļ­āļ§ āļ´ිāļ´ිāļģෙāļą āļ…⎀āļšා⎁-āļšාāļŊ āļšāļŊාāļ´āļēāļšි. ⎃ුāļ¯ු āļšු⎄āļģ āļ…āļ­්‍āļē⎀⎁්‍āļēāļēෙāļą්āļ¸ āļšāˇ…ු āļšු⎄āļģ⎀āļŊ āļ´්‍āļģāļ­ි⎀ිāļģුāļ¯්āļ°āļēāļēි, āļ¸āļą්āļ¯ āļ’⎀ා āļ‹āļœුāļŊāļ§ āˇ„āˇƒු āļąො⎀ී āļ†āļŊෝāļšāļē āˇƒāˇ„ āļ´āļ¯ාāļģ්āļŽāļē āļ´ිāļ§ āļšāļģāļēි.



āļœāļĢිāļ­āļēේ ⎃ිāļ¯ුāļģāļš් āļąිāļģ්āļ¸ාāļĢāļē ⎀āļą්āļąේ āļšෙ⎃ේāļ¯?

HoleA āļšු⎄āļģāļē āļ•āļąෑāļ¸ āļ†āļ¯ාāļą āļ…āļœāļēāļš āļ­ාāļģ්āļšිāļš āˇ්‍āļģිāļ­āļēāļš āļ´්‍āļģ⎃්āļŽාāļģāļē āļ¸āļ­ āļ´āˇ€āļ­ිāļą āļ…āļ­āļģ āļ‘āļ¸āļŸිāļą් ⎁්‍āļģිāļ­āļēේ ⎃ංāļ›්‍āļēා⎀ āˇƒāˇ„ ⎄āļģāļē āļēāļą āļ¯ෙāļšāļ¸ āˇුāļą්‍āļēāļēāļ§ āˇƒāļ¸ාāļą āˇ€ේ.
 

⎃ුāļ¯ු ⎃ිāļ¯ුāļģු ⎄ැāļšි ⎀āļą්āļąේ āļšෙ⎃ේāļ¯?

⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļēāļąු āļšාāļŊāļēාāļœේ āļ‡āˇ€ෑāļ¸ෙāļą් āļ´āˇƒුāļ´āˇƒāļ§ āļ¯ි⎀ෙāļą āļšāˇ…ු āļšු⎄āļģāļēāļšි. āļšāˇ…ු āļšු⎄āļģ āļ†āļ´āˇƒු ⎄ැāļģ⎀ිāļē āļąො⎄ැāļšි āļŊෙ⎃ āļ¯ේ⎀āļŊ් āļœිāļŊ āļ¯āļ¸āļą්āļąා ⎃ේāļ¸ āˇƒුāļ¯ු āļšු⎄āļģāļ¯ āļ’⎀ා āļ´ිāļ§āļ­āļ§ āļšෙ⎅ āļœāˇƒāļēි. ⎃ුāļ¯ු āļšු⎄āļģ āļ´ැ⎀āļ­ිāļē āļąො⎄ැāļš, āļ¸āļą්āļ¯ āļ’⎀ා āļ­ාāļ´ āļœāļ­ි ⎀ිāļ¯්‍āļēා⎀ේ āļ¯ෙ⎀āļą āļąිāļēāļ¸āļē āļ‹āļŊ්āļŊංāļāļąāļē āļšāļģāļēි

⎃ුāļ¯ු āļšු⎄āļģ āļœāļĢිāļ­āļ¸āļē ⎀⎁āļēෙāļą් āļšāˇ… ⎄ැāļšිāļ¯?

⎃ුāļ¯ු āļšු⎄āļģ ⎃āļ¸්āļ´ූāļģ්āļĢāļēෙāļą්āļ¸ āˇƒෛāļ¯්āļ°ාāļą්āļ­ිāļš āļœāļĢිāļ­āļ¸āļē ⎃ංāļšāļŊ්āļ´ āˇ€ේ. āļ‡āļ­්āļ­ āˇ€āˇāļēෙāļą්āļ¸, āļ”āļļ āļĸී⎀āļ­්⎀ීāļ¸ āˇƒāļŗāˇ„ා āļšāˇ…ු āļšු⎄āļģ āļœāļĢිāļ­āļē āļšāļģāļą්āļąේ āļąāļ¸්, āļ¸āļ§ āļšිāļēāļąු āļŊැāļļේ, āļ’āļšීāļēāļ­්⎀āļēේ ⎃්āļšāļą්āļ°āļē āļąො⎃āļŊāļšා ⎄ැāļģීāļ¸ āļ”āļļේ āļĸී⎀ිāļ­āļē āļ‰āļ­ා āļ´āˇ„āˇƒු āļšāļģāļēි.

⎃ුāļ¯ු ⎃ිāļ¯ුāļģāļš් āļ´ිāļ§ුāļ´āˇƒ āļ‡āļ­ි āļœāļĢිāļ­āļē āļšුāļ¸āļš්āļ¯?

āļļෙāļ¯ීāļ¸/āļœුāļĢ āļšිāļģීāļ¸ āļ´්‍āļģāļ­ිāļŊෝāļ¸: 2x5=10 āˇƒāˇ„ 10÷5=2. āļ¸ෙāļ¸ āˇƒāļģāļŊ āļšිāļģීāļ¸, ⎄ෝ āļœāļĢිāļ­āļ¸āļē āļ´්‍āļģāļ­ිāļŊෝāļ¸ āļ´ි⎅ිāļļāļŗ āļ…āļ¯āˇ„āˇƒ, āļ…⎀⎁්‍āļēāļēෙāļą්āļ¸ āļ°āˇ€āļŊ āļšු⎄āļģ⎀āļŊ āļ´ැ⎀ැāļ­්āļ¸ āˇƒāˇ„ āļ’⎀ා ⎀ිāļē ⎄ැāļšි āļ¯ේ āļ´ි⎅ිāļļāļŗ āļ´ුāļģෝāļšāļŽāļąāļē āļ´ෙāļą්āļąුāļ¸් āļšāļģāļēි: āļšāˇ…ු āļšු⎄āļģāļēāļš āļ´්‍āļģāļ­ිāļŊෝāļ¸āļē - ⎄ෝ, 'āļ´්‍āļģāļ­ිāļŊෝāļ¸āļēේ āļšāˇ…ු āļšු⎄āļģāļēāļš්'

⎃ුāļ¯ු āļšු⎄āļģ āļēāļąු āļ…āļąāļą්āļ­ āļ…āļ­ීāļ­āļēේ āļ…āļąි⎀ාāļģ්āļēāļēෙāļą් āļ´āˇ€āļ­ිāļą āļœāļĢිāļ­āļ¸āļē ⎃ාāļģාං⎁āļēāļšි. āļ‘āļąāļ¸්, āļ”āļļ āļˇෞāļ­ිāļš āˇ€ිāļ¯්‍āļēාāļĨāļēāļą් āļˇා⎀ිāļ­ා āļšāļģāļą āļœāļĢිāļ­āļ¸āļē āļ†āļšෘāļ­ිāļē āļ…āļąුāļœāļ¸āļąāļē āļšāļģāļą්āļąේ āļąāļ¸්, āļ”āļļāļ§ āļšි⎃ි ⎀ිāļ§ෙāļšāļ­් ⎀ෙāļąāļ­් āļ•āļąෑāļ¸ āļ¯ෙāļēāļš් āļ¸ෙāļą් ⎃ුāļ¯ු āļšු⎄āļģāļēāļš් āļ‘āļšāˇ€āļģ āļ´āˇ€āļ­ිāļą āļ­āļ­්⎀āļēāļš් āļ‡āļ­ි āļąො⎀ේ. āļ‘⎄ි āļ´ැ⎀ැāļ­්āļ¸ āļ…āļąāļą්āļ­āˇ€āļ­් āļļො⎄ෝ āļšāļŊāļšāļ§ āļ´ෙāļģ ⎃ිāļ¯ු ⎀ේ.



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