Ligterink, Norbert E. (Univ. of Twente), Breedveld, Peter C. (Univ. of Twente), van der Schaft, Arjan (Univ. of Groningen)

Physical Model Reduction of Interacting, Continuous Systems

Scheduled for presentation during the Mini-Symposium "Model order reduction for nonlinear systems" (TuA12), Tuesday, July 25, 2006, 10:25−10:50, Room 104b

17th International Symposium on Mathematical Theory of Networks and Systems, July 24-28, 2006, Kyoto, Japan

This information is tentative and subject to change. Compiled on April 19, 2024

Abstract

The ab-initio analysis of a continuous system starts with the microscopic theory of the material, usually expressed in terms of partial differential equations, while a system analysis starts with its global properties and interconnections. These two ends must meet for an accurate and effective model of continuous systems. The macroscopic interaction between components is consistently defined by microscopic boundary conditions through conservation of flux defined on the common boundary.