Dataset Open Access

Binary black-hole simulation SXS:BBH:0118

Kidder, Larry; Lovelace, Geoffrey; Hemberger, Dan; Pfeiffer, Harald; Boyle, Michael; Scheel, Mark; Mroue, Abdul; Taylor, Nicholas; Szilagyi, Bela; Zenginoglu, Anil

Simulation of a black-hole binary system evolved by the SpEC code.
Files (2.6 GB)
Name Size
SXS:BBH:0118/common-metadata.txt
md5:8a64a50acb5d9655a93a987f04e1b481 		82 Bytes Download
SXS:BBH:0118/EvID/ID_Files.tgz
md5:00fd90d767cb566a68e46a3c31fc2611 		22.5 MB Download
SXS:BBH:0118/EvID/ID_Params.perl
md5:03f58094b95d748c9c872e51471b0b09 		1.5 kB Download
SXS:BBH:0118/Lev5/Horizons.h5
md5:cb42794328a5230445a888b816a636c0 		2.1 MB Download
SXS:BBH:0118/Lev5/metadata.json
md5:777ec43077aea096815e082abc01e3d0 		4.3 kB Download
SXS:BBH:0118/Lev5/metadata.txt
md5:23bb6d0e72c0dd0fc527c65973fc450f 		5.3 kB Download
SXS:BBH:0118/Lev5/rh_FiniteRadii_CodeUnits.h5
md5:8f09aa577df812db442be8266c4f99fc 		1.1 GB Download
SXS:BBH:0118/Lev5/rhOverM_Asymptotic_GeometricUnits.h5
md5:088d0663d1f8fdc3fcaa6e5506c580ce 		102.7 MB Download
SXS:BBH:0118/Lev5/rhOverM_Asymptotic_GeometricUnits_CoM.h5
md5:7f7bae9a2d1f81a99ebe271297a9a73a 		99.4 MB Download
SXS:BBH:0118/Lev5/rMPsi4_Asymptotic_GeometricUnits.h5
md5:896021e7afe60c47170dfc20a7d1486d 		103.2 MB Download
SXS:BBH:0118/Lev5/rMPsi4_Asymptotic_GeometricUnits_CoM.h5
md5:97ce411be080b0019b6fe25a7975bfb6 		100.9 MB Download
SXS:BBH:0118/Lev5/rPsi4_FiniteRadii_CodeUnits.h5
md5:6ea28447b1cd3300668f329386dc43f5 		1.1 GB Download
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Publication date:
July 10, 2019
DOI:
10.5281/zenodo.3313147

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10.5281/zenodo.3313147

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Keyword(s):
ManyMergers-Random32 Precessing-Spins
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Creative Commons Attribution 4.0 International

Versions

Version 5 10.5281/zenodo.3313147 Jul 10, 2019
Version 4 10.5281/zenodo.3273984 Jul 9, 2019
Version 3 10.5281/zenodo.2638453 Apr 6, 2018
Version 2 10.5281/zenodo.2621488 Apr 6, 2018
Version 1 10.5281/zenodo.1213427 Apr 6, 2018
Cite all versions? You can cite all versions by using the DOI 10.5281/zenodo.1213426. This DOI represents all versions, and will always resolve to the latest one. Read more.

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