Falling into a Schwarzschild Blackhole Simulation

Falling into a Schwarzschild Blackhole Simulation

just a simulation of Falling into a Schwarzschild Blackhole. the simulation is done using C++ and OpenGl. kinda stupid, has no reason but it's kinda fun lol if you don't know what a Schwarzschild Blackhole is, is a type of black hole that is described by the Schwarzschild metric, a solution to Albert Einstein's field equations in general relativity. It was first derived by the German physicist Karl Schwarzschild in 1916. Key characteristics of a Schwarzschild black hole include: Spherical Symmetry: A Schwarzschild black hole is spherically symmetric, meaning it has no electric charge or angular momentum. It is a non-rotating, uncharged black hole, which is a simplification often used for theoretical purposes. Event Horizon: The Schwarzschild black hole has a well-defined boundary known as the event horizon. Once an object or light crosses this boundary, it can never escape the gravitational pull of the black hole. The event horizon is also known as the "point of no return." Singularity: At the very center of a Schwarzschild black hole, there exists a singularity – a point where the density and curvature of spacetime become infinitely large. General relativity breaks down at this point, and it is often considered a mathematical concept rather than a physical reality. Gravitational Time Dilation: Objects near a Schwarzschild black hole experience significant gravitational time dilation. Time passes more slowly for objects closer to the black hole compared to those farther away. No Hair Theorem: The "no hair" theorem suggests that all Schwarzschild black holes are indistinguishable based on their mass, charge, and angular momentum. In other words, a non-rotating, uncharged black hole is entirely characterized by its mass. Schwarzschild black holes are theoretical constructs used to understand the fundamental principles of black holes. While they may not perfectly represent real black holes in the universe (which often have rotation and charge), they serve as a foundational concept in the study of these mysterious and intriguing cosmic objects. Yep, i was too lazy so chatgpt wrote that for you LOL Don't forget to like, share, and subscribe for more captivating cosmic explorations and scientific simulations! 🔔🌠🔭 #BlackHoles #Astrophysics #Simulation #SpaceExploration #SchwarzschildBlackHole #CosmicWonders #ScienceSimulation #EventHorizon #TimeDilation