A survey of bond graph modelling for interacting lumped and distributed systems
β Scribed by Donald L. Margolis
- Publisher
- Elsevier Science
- Year
- 1985
- Tongue
- English
- Weight
- 683 KB
- Volume
- 319
- Category
- Article
- ISSN
- 0016-0032
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β¦ Synopsis
Through use of normal modes, bond graphs can be used to construct perhaps the most accurate low order models for linear distributed systems. By requiring relatively few equations, when compared to finite dtflerence and finite element models, a physically understandable model results for design and automatic control applications. These bond graph distributed models can also be directly combined with bond graph models of lumped systems or other distributed systems to yield an overall system model with all the analytical and computational advantages that bond graph modeling affords. This paper surveys the development of bond graph modeling applied to interacting lumped and distributed systems.
The Frankhn Instxute 0016432/85 %3.00+0.00 Attached I d-o-f / \ oscillators UniforA beam of Length I, section modulus EI, mass/ores p ond oreo A FIG.
- An example system to be used throughout for modeling clarification.
π SIMILAR VOLUMES
Fully-variational spin-coupled calculations on various systems ScCH , 2 q . TiCH , C H , N , and C H are used to illustrate factors which favor either the bent 2 2 2 2 2 4 Ε½ . bond model or the symmetry separated q model of multiple bonding. For systems that are not well described by a single mode
Multi-component systems with interaction are widespread in all the natural sciences and beyond. In this paper, we discuss a general two-stage procedure for modelling these systems. The procedure is based on first identifying the main influences on incremental system evolution in some phase space and