The Physics of Black Holes: From Event Horizon to Hawking Radiation

October 2024
Vol-10, Issue-5
Paper ID: 25108
ISSN: 2395-4396
Downloads: 0

Abstract & Details

Research Area
Physics
Keywords
Black holes quantum physics information paradox Hawking radiation thermodynamics
Abstract
Black holes are among the universe's most intriguing and enigmatic objects, presenting profound challenges for both classical and quantum physics. Their extreme gravitational effects defy conventional understanding and offer a window into the limits of physical theories. This paper delves into the physics of black holes, focusing on two fundamental concepts: the event horizon and Hawking radiation. The event horizon, often described as the "point of no return," is the boundary surrounding a black hole beyond which nothing, not even light, can escape its immense gravitational pull. Understanding the event horizon is crucial for comprehending black hole dynamics and their interactions with surrounding matter. The framework of Einstein's general theory of relativity provides the foundation for describing the formation and properties of event horizons across different black hole types, including stellar mass and supermassive black holes. In addition, the paper explores Stephen Hawking’s revolutionary theory of black hole radiation, which bridges quantum mechanics with general relativity. This theory predicts that black holes emit thermal radiation, known as Hawking radiation, due to quantum effects near the event horizon. Over time, this radiation causes black holes to lose mass and eventually evaporate. The paper also discusses the black hole information paradox, a key unresolved issue in theoretical physics, and examines the implications of Hawking radiation for black hole thermodynamics. Furthermore, current observational techniques, such as the Event Horizon Telescope, are reviewed, alongside the prospects for detecting Hawking radiation, providing a comprehensive overview of both theoretical and observational advances in black hole research.

Author Information

# Name Institute / Affiliation
1 Eenas Mawloud Abdulqadir Waleed Zawia University
2 Halah Almayil Mawloud Alkalami2 Al-Jafara University

How to Cite

Use the following formats to cite this article in your research.

APA Style
Waleed, Eenas Mawloud Abdulqadir & Alkalami2, Halah Almayil Mawloud (2024). The Physics of Black Holes: From Event Horizon to Hawking Radiation. International Journal of Advance Research and Innovative Ideas In Education, 10(5), 1657-1668.
MLA Style
Waleed, Eenas Mawloud Abdulqadir, and Halah Almayil Mawloud Alkalami2. "The Physics of Black Holes: From Event Horizon to Hawking Radiation." International Journal of Advance Research and Innovative Ideas In Education, vol. 10, no. 5, 2024, pp. 1657-1668.
IEEE Style
Eenas Mawloud Abdulqadir Waleed and Halah Almayil Mawloud Alkalami2, "The Physics of Black Holes: From Event Horizon to Hawking Radiation," International Journal of Advance Research and Innovative Ideas In Education, vol. 10, no. 5, pp. 1657-1668, 2024.
Vancouver Style
Waleed Eenas Mawloud Abdulqadir, Alkalami2 Halah Almayil Mawloud. The Physics of Black Holes: From Event Horizon to Hawking Radiation. International Journal of Advance Research and Innovative Ideas In Education. 2024;10(5):1657-1668.
Harvard Style
Waleed, Eenas Mawloud Abdulqadir & Alkalami2, Halah Almayil Mawloud (2024) 'The Physics of Black Holes: From Event Horizon to Hawking Radiation', International Journal of Advance Research and Innovative Ideas In Education, 10(5), pp. 1657-1668.
Chicago Style
Waleed, Eenas Mawloud Abdulqadir and Halah Almayil Mawloud Alkalami2. "The Physics of Black Holes: From Event Horizon to Hawking Radiation." International Journal of Advance Research and Innovative Ideas In Education 10, no. 5 (2024): 1657-1668.
Turabian Style
Waleed, Eenas Mawloud Abdulqadir and Halah Almayil Mawloud Alkalami2. "The Physics of Black Holes: From Event Horizon to Hawking Radiation." International Journal of Advance Research and Innovative Ideas In Education 10, no. 5 (2024): 1657-1668.

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