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Hiroaki Nishikawa:
Algorithm developer for Computational Fluid Dynamics (CFD).
Developed a node-generation algorithm for one-dimensional curves in 1998 [pdf],
developed a method for simultaneously solving for both solution and grid to earn PhD in 2001 (Advisor: P. L. Roe),
[pdf],
developed a recipe for constructing a local-preconditioning matrix in 2003 with Phil Roe, Yoshifumi Suzuki, and
Bram van Leer [pdf ],
developed an optimal multigrid algorithm by hyperbolic/elliptic splitting with Bram van Leer in 2003 [pdf],
pointed out the importance of compatible discretization for the Navier-Stokes equations with Phil Roe in 2004 [pdf],
developed a multigrid third-order scheme in 2007
pdf,
developed a robust rotated-hybrid Riemann solver with Keiichi Kitamura in 2007 [pdf],
started to develop the hyperbolic method in 2007 [pdf],
proposed a recipe for constructing diffusion scheme in (perhaps) the longest AIAA paper in 2010 [pdf]
and extended the recipe to the Navier-Stokes equations in 2011 [pdf],
developed a formula that enables to write a source term in the divergence form in 2012
[pdf],
worked with Boris Diskin and Jim Thomas on the development of agglomerated multigrid for 3D unstructured-grid solver [pdf],
developed a third-order NS solver that is faster than widely-used second-order NS solver
[pdf],
developed a 3D hyperbolic NS solver with Yoshitaka Nakashima and Norihiko Watanabe
[ pdf ],
developed a hyperbolic method for an MHD model with Hubert Baty
[ pdf ],
developed a 3D hyperbolic NS solver in NASA's FUN3D with Yi Liu
[ pdf ],
developed hyperbolic reconstructed-DG methods with Hong Luo, Jialin Lou, Xiaodong Liu, Lingquan Li
[ pdf ].
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Why do I want to post my preprints, notes, and codes in public? (Blog Article)
▶ NIA CFD Seminar (Presentation files, seminar videos available)
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First-Order Hyperbolic System Method (History, Development, and FAQ)
 Mendeley
 ORCID
Google Scholar
ResearchGate
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