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Numerical relativity

Numerical relativity is one of the branches of general relativity that uses numerical methods and algorithms to solve and analyze problems. To this… (More)
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Topic mentions per year

1983-2018
0204019832018

Related topics

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10 relations
Adaptive mesh refinementCactus FrameworkCausalityComputational astrophysics
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Broader (1)

Computational physics

Related mentions per year

Related mentions per year

1936-2019
19401960198020002020
Numerical relativity
Numerical analysis
Causality
Computational fluid dynamics
Numerical stability
Adaptive mesh refinement

Papers overview

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2008
2008
Toward standard testbeds for numerical relativity
Miguel Alcubierre, Gabrielle Allen, Carles Bona, David Fiske, Tom Goodale, F. Siddhartha Guzmán, Ian Hawke, Scott H. Hawley… (More)
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2006
2006
Getting a Kick out of Numerical Relativity
Recent developments in numerical relativity have made it possible to reliably follow the coalescence of two black holes from near… (More)
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2003
2003
Hyperbolic tetrad formulation of the Einstein equations for numerical relativity
The tetrad-based equations for vacuum gravity published by Estabrook, Robinson, and Wahlquist are simplified and adapted for… (More)
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2002
2002
Numerical relativity with the conformal field equations
I discuss the conformal approach to the numerical simulation of radiating isolated systems in general relativity. The method is… (More)
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Review
2001
Review
2001
Numerical Relativity: A review
Computer simulations are enabling researchers to investigate systems which are extremely difficult to handle analytically. In the… (More)
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1996
1996
Event horizons in numerical relativity: Methods and tests.
This is the first paper in a series on event horizons in numerical relativity. In this paper we present methods for obtaining the… (More)
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1996
1996
Testing a simplified version of Einstein's equations for numerical relativity.
Solving dynamical problems in general relativity requires the full machinery of numerical relativity. Wilson has proposed a… (More)
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1995
1995
Regge Calculus as a Fourth Order Method in Numerical Relativity
The convergence properties of numerical Regge calculus as an approximation to continuum vacuum General Relativity is studied… (More)
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Review
1993
Review
1993
The Status of Numerical Relativity
Numerical relativity has come a long way in the last three decades and is now reaching a state of maturity. We are gaining a… (More)
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1992
1992
Towards a singularity-proof scheme in numerical relativity.
Progress in numerical relativity has been hindered for 30 years because of the difficulties of avoiding spacetime singularities… (More)
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