Moving interface problems and applications in fluid dynamics : Program on Moving Interface Problems and Applications in Fluid Dynamics, January 8March 31, 2007, Institute for Mathematical Sciences, National University of Singapore

Contributor(s): Khoo Boo Cheong | Li Zhilin | Lin PingMaterial type: Computer fileComputer fileSeries: Contemporary mathematics ; v. 466Publication details: Providence, R.I. : American Mathematical Society, c2008Description: 1 online resource (vii, 190 p. : ill.)ISBN: 9780821881453 (online)Subject(s): Fluid dynamics | Interfaces (Physical sciences)Online resources: Click here to access online
Contents:
A singlecellbased model of multicellular growth using the immersed boundary method ; Numerical simulation of gas bubbles rising in viscous liquids at high Reynolds number ; A high order finite difference scheme for the Stokes equations ; An efficient Robert Dillon Markus Owen and Kevin Painter ; Jinsong Hua Ping Lin and Jan F Stene ; Kazufumi Ito and Zhonghua Qiao ; Song Jiang and Guoxi Ni ; Duc Vinh Le Boo Cheong Khoo and Zhilin Li ; Aaron Naber Chun Liu and James J Feng ; XingBin Pan ; Julian Palacios and Gretar Tryggvason ; X Sheldon Wang ; Hui Xie Kazufumi Ito Zhilin Li and Jari Toivanen
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electronic book electronic book ICTS
Link to resource Accessible Online EBK21470
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Includes bibliographical references.

A singlecellbased model of multicellular growth using the immersed boundary method ; Numerical simulation of gas bubbles rising in viscous liquids at high Reynolds number ; A high order finite difference scheme for the Stokes equations ; An efficient gamma odel BGK scheme for multicomponent flows on unstructured meshes ; An implicitforcing immersed interface method for the incompressible NavierStokes equations ; The nucleation and growth of gas bubbles in a Newtonian fluid: an energetic variational phase field approach ; Critical fields of liquid crystals ; The transient motion of buoyant bubbles in a vertical Couette flow ; Issues of immersed boundarycontinuum methods ; A finite element method for interface problems with locally modified triangulations Robert Dillon Markus Owen and Kevin Painter ; Jinsong Hua Ping Lin and Jan F Stene ; Kazufumi Ito and Zhonghua Qiao ; Song Jiang and Guoxi Ni ; Duc Vinh Le Boo Cheong Khoo and Zhilin Li ; Aaron Naber Chun Liu and James J Feng ; XingBin Pan ; Julian Palacios and Gretar Tryggvason ; X Sheldon Wang ; Hui Xie Kazufumi Ito Zhilin Li and Jari Toivanen

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