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The larger the black hole, the smaller its average density. The Schwarzschild ra...

Piotr Kosek: "The larger the black hole, the smaller its average density. The Schwarzschild radius, i.e., the event horizon radius, grows proportionally t..." — True

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📅 28.01.2026 · Czarne dziury nie istnieją? Nowa hipoteza fizyków - Ast... · 👁️ 3

True. The claim is true. The Schwarzschild radius (event horizon) of a black hole is directly proportional to its mass. The volume of a sphere (and thus a black hole, whose event horizon is spherical) increases with the cube o...

"The larger the black hole, the smaller its average density. The Schwarzschild radius, i.e., the event horizon radius, grows proportionally to mass, but the volume grows with the cube of the radius." "Im większa czarna dziura, tym mniejsza jest jej średnia gęstość. Promień z Schwarz Shielda, czyli czyli ten promień horyzontu zdarzeń rośnie proporcjonalnie do masy, ale objętość rośnie w sześcianie promienia."
🌐 (Machine-translated — original in Polish) · Original in Polishuage
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Transcript excerpt

Oryginał w języku Polskim Open on YouTube

Coś jak uderzenie meteorytu w powierzchni planety, ale z energią relatywistyczną. Teleskopy jednak niczego takiego nie widzą. Materia zdaje się znikać w czerni bez żadnego uderzenia, tak, i błysku. Co więcej, koncepcja twardej powierzchni kłóci się z fizyką gęstości. Może być to dla wielu zaskoczeniem, ale im większa czarna dziura, tym mniejsza jest jej średnia gęstość. Promień z Schwarz Shielda, czyli czyli ten promień horyzontu zdarzeń rośnie proporcjonalnie do masy, ale objętość rośnie w sześcianie promienia. I wynika z tego, że średnia gęstość supermasywnej czarnej dziury, takiej o masie miliardów słońc może być porównywalna z gęstością wody, a nawet powietrza. Trudno sobie wyobrazić, by materia o gęstości wody tworzyła twardą, nieprzeniknioną skorupę, na której wszystko się rozbija. Żeby gravastar istniał, musiałoby zachodzić jakieś spontaniczne prze

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