Carpet is an adaptive mesh refinement and multi-patch driver for the Cactus Framework. Cactus is a software framework for solving time-dependent partial differential equations on block-structured grids, and Carpet acts as driver layer providing adaptive mesh refinement, multi-patch capability, as well as parallelisation and efficient I/O. Carpet was created in 2001 by Erik Schnetter at the TAT (Theoretische Astrophysik Tübingen) and subsequently brought into production use by Erik Schnetter, Scott Hawley, and Ian Hawke at the AEI (Max-Planck-Institut für Gravitationsphysik, Albert-Einstein-Institut). Carpet is currently maintained at the CCT (Center for Computation & Technology) at LSU. These pages describe Carpet and its current development.

References in zbMATH (referenced in 24 articles )

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  1. Berzins, Martin; Beckvermit, Jacqueline; Harman, Todd; Bezdjian, Andrew; Humphrey, Alan; Meng, Qingyu; Schmidt, John; Wight, Charles: Extending the Uintah framework through the petascale modeling of detonation in arrays of high explosive devices (2016)
  2. Glaser, Lisa; Surya, Sumati: The Hartle-Hawking wave function in 2D causal set quantum gravity (2016)
  3. Hatori, Tomoharu; Ito, Atsushi M.; Nunami, Masanori; Usui, Hideyuki; Miura, Hideaki: Level-by-level artificial viscosity and visualization for MHD simulation with adaptive mesh refinement (2016)
  4. Clough, Katy; Figueras, Pau; Finkel, Hal; Kunesch, Markus; Lim, Eugene A.; Tunyasuvunakool, Saran: GRChombo: numerical relativity with adaptive mesh refinement (2015)
  5. Isaac, Tobin; Burstedde, Carsten; Wilcox, Lucas C.; Ghattas, Omar: Recursive algorithms for distributed forests of octrees (2015)
  6. Zilhão, Miguel; Witek, Helvi; Cardoso, Vitor: Nonlinear interactions between black holes and Proca fields (2015)
  7. Mösta, Philipp; Mundim, Bruno C.; Faber, Joshua A.; Haas, Roland; Noble, Scott C.; Bode, Tanja; Löffler, Frank; Ott, Christian D.; Reisswig, Christian; Schnetter, Erik: GRHydro: a new open-source general-relativistic magnetohydrodynamics code for the Einstein toolkit (2014)
  8. Radice, David; Abdikamalov, Ernazar; Rezzolla, Luciano; Ott, Christian D.: A new spherical harmonics scheme for multi-dimensional radiation transport. I: Static matter configurations (2013)
  9. Reisswig, Christian; Bishop, Nigel; Pollney, Denis: General relativistic null-cone evolutions with a high-order scheme (2013)
  10. Löffler, Frank; Faber, Joshua; Bentivegna, Eloisa; Bode, Tanja; Diener, Peter; Haas, Roland; Hinder, Ian; Mundim, Bruno C.; Ott, Christian D.; Schnetter, Erik; Allen, Gabrielle; Campanelli, Manuela; Laguna, Pablo: The Einstein toolkit: a community computational infrastructure for relativistic astrophysics (2012)
  11. Burstedde, Carsten; Wilcox, Lucas C.; Ghattas, Omar: p4est: scalable algorithms for parallel adaptive mesh refinement on forests of octrees (2011)
  12. Thornburg, Jonathan: Adaptive mesh refinement for characteristic grids (2011)
  13. Bouziane, Hinde Lilia; Pérez, Christian; Priol, Thierry: Extending software component models with the master-worker paradigm (2010)
  14. Major, Seth; Rideout, David; Surya, Sumati: Stable homology as an indicator of manifoldlikeness in causal set theory (2009)
  15. Michel, Laurent; See, Andrew; van Hentenryck, Pascal: Parallel and distributed local search in COMET (2009)
  16. Brunnemann, Johannes; Rideout, David: Properties of the volume operator in loop quantum gravity: II. Detailed presentation (2008)
  17. Che, Shuai; Boyer, Michael; Meng, Jiayuan; Tarjan, David; Sheaffer, Jeremy W.; Skadron, Kevin: A performance study of general-purpose applications on graphics processors using CUDA (2008)
  18. Diener, Peter; Dorband, Ernst Nils; Schnetter, Erik; Tiglio, Manuel: Optimized high-order derivative and dissipation operators satisfying summation by parts, and applications in three-dimensional multi-block evolutions (2007)
  19. Li, Yaohang; Chen, Daniel; Yuan, Xiaohong: Trustworthy remote compiling services for grid-based scientific applications (2007)
  20. Major, Seth; Rideout, David; Surya, Sumati: On recovering continuum topology from a causal set (2007)

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