Witryna1 sty 2006 · Immersed interface method (IIM) [20,23, 24] is a typical sharp interface method based on a triangular mesh or Cartesian grid which is interfaceindependent. … Witryna1 lip 1998 · The immersed interface method (IIM) [6,7,9-11] is an efficient finite difference approach for interface problems with discontinuities and singularities. The solution obtained from the IIM is typically second order accurate in the infinity norm regardless of the relative position between the grid points and the interfaces. …
The immersed boundary projection method and its application to ...
Witryna1 sty 2024 · The immersed interface method (IIM) is an IB-like approach to FSI that sharply imposes stress jump conditions, enabling higher-order accuracy, but prior … Witryna1 lip 2006 · This book provides an introduction to the immersed interface method (IIM), a powerful numerical method for solving interface problems and problems defined on irregular domains for which analytic solutions are rarely available. This book gives a complete description of the IIM, discusses recent progress in the area, and describes … citizen outreach dashboard may 2022
The Immersed Interface Method for Elasticity Problems with …
Witryna27 kwi 2024 · This paper introduces a sharp-interface approach to simulating fluid-structure interaction involving flexible bodies described by general nonlinear material models and across a broad range of mass density ratios. This new flexible-body immersed Lagrangian-Eulerian (ILE) approach incorporates the geometrical and … Witryna20 sie 2015 · In this paper, an immersed interface method is presented to simulate the dynamics of inextensible interfaces in an incompressible flow. The tension is introduced as an augmented variable to satisfy the constraint of interface inextensibility and the resulting augmented system is solved by the GMRES method. In this work, the … Witryna1 sie 2024 · This article presents an immersed finite element (IFE) method for solving the typical three-dimensional second order elliptic interface problem with an interface-independent Cartesian mesh. The local IFE space on each interface element consists of piecewise trilinear polynomials constructed by extending polynomials from one … dick ackerman