schwarzschild

Non-spinning black hole simulation based on geodesics equation

Real-time black hole simulation in C++ and OpenGL, GPU ray marching with Schwarzschild geodesics, gravitational lensing, accretion disk with Doppler beaming, and interactive 2D/3D visualization.

General Relativity Orbit Simulator

A Package to Compute mode functions for Kerr Black Hole Quasinormal modes, as well as their frequencies, seperation constants and more. Additionally provides an interface for cheap differentiation of such modes.

Numerical solution of the geodesics associated with the Schwarzschild metric.

What would happen if our sun became a black hole? What would it look like? This is a little Vulkan project to visualize the effects of general relativity within our solar system.

A CPU blackhole raytracer, written in pure C.

A General-Relativistic Ray-Tracing code in Dyalog APL

48 Methods exhibiting the Hubble radius (distance estimates in Gly) compared to the JWST measurements

A simple program to calculate the size the Earth and other planets should be compressed to for them to become a blackhole.

Interactive real-time Schwarzschild black hole simulation with gravitational lensing rendered in WebGL2. Features photon ring, Doppler beaming, gravitational redshift, and procedural accretion disk turbulence.

Calculating the temporal dilation caused by an object in the universe considering metric of Schwarzschild in Python

Validation framework for numerical relativity solvers. Testing protocols, benchmarking, and verification methods for spacetime metric calculations and geometric analysis.

A general relativistic ray tracer that supports multiple compact masses which obey the Schwarzschild metric simultaneously.

Schwarzschildradius Berechnungsprogramm

A Package to Compute wave functions for Kerr Black Hole Quasinormal modes, as well as their frequencies, seperation constants and more. Additionally provides an interface for cheap differentiation of such modes.

Through this paper I came to the conclusion that every parameter of a BH is altered by a ”Naked Singularity” and spin angular momentum is necessary for the creation of a wormhole as well as the removal of the event horizon and singularity.

A theoretical framework proposing a de Broglie–Schwarzschild resonance between quantum wave behavior and gravitational mass in engineered systems of tungsten toroid, graphene, and nanoparticle cloud.

Computational implementation of the Penrose diagram of Schwarzschild spacetime using Python.

3D black hole visualization: photon geodesics around a Schwarzschild black hole over a dramatically warped spacetime grid, with interactive animation controls.