Zobrazeno 1 - 10
of 68
pro vyhledávání: '"Ben Sommeijer"'
Publikováno v:
Applied Numerical Mathematics. 59:405-409
Publikováno v:
SIAM Journal on Applied Mathematics, 69(4), 1174-1204. Society for Industrial and Applied Mathematics Publications
SIAM journal on applied mathematics, 69(4):10.1137/070693692, 1174-1204. Society for Industrial and Applied Mathematics Publications
SIAM journal on applied mathematics, 69(4):10.1137/070693692, 1174-1204. Society for Industrial and Applied Mathematics Publications
Recently, it has been discovered that the dynamics of phytoplankton concentrations in an ocean exhibit a rich variety of patterns, ranging from trivial states to oscillating and even chaotic behavior [J. Huisman, N. N. Pham Thi, D. M. Karl, and B. P.
Publikováno v:
Global Change Biology. 14:495-512
Dense surface blooms of toxic cyanobacteria in eutrophic lakes may lead to mass mortalities of fish and birds, and provide a serious health threat for cattle, pets, and humans. It has been argued that global warming may increase the incidence of harm
Publikováno v:
ASLO Abstract book summer meeting
Nature, 439(19), 322-325. Nature Publishing Group
Nature, 439, 322-325
Nature, 439(19), 322-325. Nature Publishing Group
Nature, 439, 322-325
Deep chlorophyll maxima (DCMs) are widespread in large parts of the world's oceans. These deep layers of high chlorophyll concentration reflect a compromise of phytoplankton growth exposed to two opposing resource gradients: light supplied from above
Autor:
Jörg Wensch, Ben Sommeijer
Publikováno v:
Parallel Computing. 30:163-186
In this paper we discuss a model from neurobiology, which describes the outgrowth of axons from neurons in the nervous system. The model combines ordinary differential equations, defining the movement of the axons, with parabolic partial differential
Autor:
Jan Verwer, Ben Sommeijer
Publikováno v:
SIAM Journal on Scientific Computing, 25, 1824-1835. Society for Industrial and Applied Mathematics Publications
An implicit-explicit (IMEX) extension of the explicit Runge--Kutta--Chebyshev (RKC) scheme designed for parabolic PDEs is proposed for diffusion-reaction problems with severely stiff reaction terms. The IMEX scheme treats these reaction terms implici
Publikováno v:
Journal of computational Physics, 201, 61-79. Academic Press Inc.
The original explicit Runge-Kutta-Chebyshev (RKC) method is a stabilized second-order integration method for pure diffusion problems. Recently, it has been extended in an implicit explicit manner to also incorporate highly stiff reaction terms. This
Autor:
W. Edwin A. Kardinaal, Jolanda M. H. Verspagen, J. Stroom, Ben Sommeijer, Jef Huisman, Jonathan Sharples, Petra M. Visser
Publikováno v:
Ecology, 85(11), 2960-2970. Wiley-Blackwell
The intriguing impact of physical mixing processes on species interactions has always fascinated ecologists. Here, we exploit recent advances in plankton models to develop competition theory that predicts how changes in turbulent mixing affect compet
Autor:
Ben Sommeijer, Jef Huisman
Publikováno v:
Journal of Sea Research, 48, 83-96. Elsevier
Phytoplankton use light for photosynthesis, and the light flux decreases with depth. As a result of this simple light dependence, reaction-advection-diffusion models describing the dynamics of phytoplankton species contain an integral over depth. Tha
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_dedup___::49d55aac88f45938e10d0d24388d908f
https://dare.uva.nl/personal/pure/en/publications/population-dynamics-of-sinking-phytoplankton-in-lightlimited-environments-simulation-techniques-and-critical-parameters(e06159da-2325-448c-9143-fb411ae49024).html
https://dare.uva.nl/personal/pure/en/publications/population-dynamics-of-sinking-phytoplankton-in-lightlimited-environments-simulation-techniques-and-critical-parameters(e06159da-2325-448c-9143-fb411ae49024).html
Autor:
Jef Huisman, Ben Sommeijer
Publikováno v:
Marine Ecology Progress Series. 244:39-48
Most phytoplankton species have a tendency to sink. Phytoplankton require light for photosynthesis, however. Therefore, phytoplankton species that sink too fast will not be able to sus- tain a viable population in the euphotic zone. This points to th