At the moment, I would to like to know if this is enough to make a black hole.
For those who are lost on what im asking, astronomers calculated that if a extremely dense object were to be in a extremely small area, it would turn into a black hole, and I need to know if the weight area ratio is enough to do so. [b]For those who play pokemon and have not played and finished sun and moon and dont want to be spoiled, do not open the following spoiler. For it contains dex entries of a specific pokemon that is important to the story.[/b]
In the latest Pokemon games, Sun and Moon, there is a rather unique legendary pokemon. For the first time, a legendary pokemon has pre-evolved forms. The pokemon i am talking about, is Solgaleo and Lunala. In Sun, Cosmoem[/b] evolves into Solgaleo, and in Moon it evolves into Lunala. However, Cosmoem's dex entry is very bizarre. According to the pokedex, Cosmoem's height is 0'04" (0.1m), and its weight is 2204.4 lbs! or 999.9kg! That makes it the heaviest pokemon in the game (tying with another new pokemon). My thought when i saw this entry is "is that physically possible to implode into a black hole?" After all, the weight/height ratio is insane.
Anyway, thanks all! I really hope someone out there that has knowledge in astronomy or quantum physics so i could get an idea on what im looking at. Thanks~
It would have to have more mass than the Earth to even come close enough to being dense enough to form a black hole.
And also be about 1/1000ths of what I am guessing it's volume is.
And it's density is not that insane, it is only 44 times denser than the densest natural element, osmium. 24 times denser than the densest man made element, Hassium. And One trillion times less dense than a neutron star.
The technical term for the area an object needs to be compressed into in order to form a black hole is called the Schwarzschild radius, but yeah. When dealing with black holes the density needs to be YUUGE. The area the Earth would need to be compressed into required for the entire planet to form a blackhole is about the size of a peanut so with as unimpressive numbers as those (0.1m? That's, like, a foot. 2k lbs isn't much either) the poke-man wouldn't become a blackhole.
The technical term for the area an object needs to be compressed into in order to form a black hole is called its Schwarzschild radius.
Rollback Post to RevisionRollBack
All that is gold does not glitter, Not all those who wander are lost
The old that is strong does not wither, Deep roots are not reached by the frost
From the ashes a fire shall be woken, A light from the shadows shall spring
Renewed shall be the blade that was broken, The crownless again shall be king
At the moment, I would to like to know if this is enough to make a black hole.
For those who are lost on what im asking, astronomers calculated that if a extremely dense object were to be in a extremely small area, it would turn into a black hole, and I need to know if the weight area ratio is enough to do so. [b]For those who play pokemon and have not played and finished sun and moon and dont want to be spoiled, do not open the following spoiler. For it contains dex entries of a specific pokemon that is important to the story.[/b]
In the latest Pokemon games, Sun and Moon, there is a rather unique legendary pokemon. For the first time, a legendary pokemon has pre-evolved forms. The pokemon i am talking about, is Solgaleo and Lunala. In Sun, Cosmoem[/b] evolves into Solgaleo, and in Moon it evolves into Lunala. However, Cosmoem's dex entry is very bizarre. According to the pokedex, Cosmoem's height is 0'04" (0.1m), and its weight is 2204.4 lbs! or 999.9kg! That makes it the heaviest pokemon in the game (tying with another new pokemon). My thought when i saw this entry is "is that physically possible to implode into a black hole?" After all, the weight/height ratio is insane.
Anyway, thanks all! I really hope someone out there that has knowledge in astronomy or quantum physics so i could get an idea on what im looking at. Thanks~
______________________________________________||___________________________________________________________________________________________________________________________________________________It would have to have more mass than the Earth to even come close enough to being dense enough to form a black hole.
And also be about 1/1000ths of what I am guessing it's volume is.
And it's density is not that insane, it is only 44 times denser than the densest natural element, osmium. 24 times denser than the densest man made element, Hassium. And One trillion times less dense than a neutron star.
Wait for time
In the break of new dawn
We will never meet
Ah. okay thanks!
______________________________________________||___________________________________________________________________________________________________________________________________________________The technical term for the area an object needs to be compressed into in order to form a black hole is called the Schwarzschild radius, but yeah. When dealing with black holes the density needs to be YUUGE. The area the Earth would need to be compressed into required for the entire planet to form a blackhole is about the size of a peanut so with as unimpressive numbers as those (0.1m? That's, like, a foot. 2k lbs isn't much either) the poke-man wouldn't become a blackhole.
The technical term for the area an object needs to be compressed into in order to form a black hole is called its Schwarzschild radius.
All that is gold does not glitter, Not all those who wander are lost
The old that is strong does not wither, Deep roots are not reached by the frost
From the ashes a fire shall be woken, A light from the shadows shall spring
Renewed shall be the blade that was broken, The crownless again shall be king