Schedule Jun 05, 2012
Multiscale Simulations using Particles
Petros Koumoutsakos (ETH Zürich)

Particle methods provide a powerful vocabulary to describe a wide range of deterministic and stochastic processes exhibiting multi-scale characteristics.

In this talk we introduce wavelet adapted particle methods for the Navier-Stokes equations and Adaptive Mesh Refinement for stochastic simulations of reaction-diffusion processes. We discuss the coupling of deterministic and stochastic algorithms and emphasize the mapping of these algorithms to multi/many-core architectures. We demonstrate the capabilities of particle methods by presenting applications ranging from fish swimming, to cancer induced angiogenesis and nano-fluidics.

Other video options

To begin viewing slides, click on the first slide below. (Or, view as pdf.)

[01] [02a] [02b] [03a] [03b] [03c] [03d] [03e] [03f] [03g] [03h] [03i] [03j] [03k] [03l] [03m] [04a] [04b] [04c] [04d] [04e] [04f] [04g] [04h] [05a] [05b] [05c] [05d] [05e] [06] [07a] [07b] [07c] [07d] [07e] [07f] [07g] [08a] [08b] [08c] [08d] [09a] [09b] [09c] [09d] [09e] [09f] [09g] [09h] [10a] [10b] [10c] [11a] [11b] [11c] [12a] [12b] [12c] [12d] [12e] [12f] [13a] [13b] [13c] [13d] [13e] [13f] [13g] [13h] [13i] [14a] [14b] [14c] [14d] [14e] [14f] [14g] [14h] [14i] [14j] [14k] [15a] [15b] [15c] [15d] [15e] [16a] [16b] [16c] [16d] [16e] [17a] [17b] [17c] [17d] [17e] [17f] [17g] [17h] [17i] [17j] [17k] [17l] [17m] [17n] [17o] [17p] [17q] [17r] [17s] [17t] [17u] [17v] [17w] [18a] [18b] [19a] [19b] [19c] [20a] [20b] [20c] [20d] [20e] [21] [22] [23a] [23b] [24] [25a] [25b] [25c] [26a] [26b] [27] [28a] [28b] [28c] [29] [30] [31] [32a] [32b] [33] [34a] [34b] [35a] [35b] [36a] [36b] [37a] [37b] [37c] [37d] [38a] [38b] [38c] [38d] [38e] [39] [40a] [40b] [41a] [41b] [41c] [41d] [41e] [41f] [41g] [41h] [41i] [42] [43] [44] [45] [46] [47a] [47b] [48a] [48b] [49] [50a] [50b] [51a] [51b] [51c] [51d] [52a] [52b] [53]

Author entry (protected)