Pure circuit models of transducers have been used for many years with varying degrees of success. However, pure circuit models impose restrictions not all of which are predicated on laws of physics. These restrictions can produce transducer models which are nonphysical. Bond graph models ofSeer an a
Bond graph modeling of an electroacoustic transducer
โ Scribed by Rahmatallah Shoureshi; David Carey
- Publisher
- Elsevier Science
- Year
- 1987
- Tongue
- English
- Weight
- 748 KB
- Volume
- 323
- Category
- Article
- ISSN
- 0016-0032
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
Simulators in power electronics are less developed than in other electronic fields. The main modelling methods are between the numerical simulation of semiconductor device equations that hardly simulate circuits, and equivalent circuit models that show poor accuracy. We propose the application of th
A 3-dimensional and a simpler Z-dimensional automobile model is established in order to analyse the handling response of steering variations using d@erent sets of tyres. Validation through actual vehicle road tests shows that the 3-D model is especially capable of describing the yaw, lateral and rol
A bond graph network representation of a photoreception model of Limulus is derived. The admitted network elements are exclusively restricted to the microscopically realistic processes of storage, diffusion and chemical reactions of molecules. All kinds of coupling in the network are explicitly expr
In the present paper bond graph modelling techniques are used to develop a nonlinear model of a reciprocating compressor. Models are developed for different subsystems which are assembled into a$nal overall system bond graph. The orderly development of the governing state equations emanating from th
Dynamic system models involving rigidly coupled inertia elements often result in derivative causality problems when represented in bond graph form. This means that explicit state equations can only be obtained after algebraic manipulation. The problem is particularly severe when geometric nonlineari