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3 + 1 Geodesic Equation and Images in Numerical by Éter Entre Elos is a document available to read on EtoBox.

What is 3 + 1 Geodesic Equation and Images in Numerical about?

The document presents the derivation of the geodesic equations for null and timelike particles within the 3+1 formalism of general relativity, which includes an evolution equation for particle energy and a redshift factor for photons. It discusses the application of these equations in ray-tracing techniques to compute images and spectra in numerically generated spacetimes, particularly focusing on stationary and collapsing neutron stars. The article also introduces the GYOTO ray-tracing code, which utilizes

Author
Éter Entre Elos
Language
EN