A multibond graph element for a general single moving body is derived. A multibody system can easily be described as an interconnection of these elements. 3-D mechanical systems usually contain dependent inertias having both differential and integral causality. A method is described for the transfor
Using bond graphs in simulating an electro-hydraulic system
β Scribed by P. Dransfield; M.K. Teo
- Publisher
- Elsevier Science
- Year
- 1979
- Tongue
- English
- Weight
- 664 KB
- Volume
- 308
- Category
- Article
- ISSN
- 0016-0032
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β¦ Synopsis
The paper describes the preparation of a dynamic model required for simulation of a 30 kW electro-hydraulic system used to induce controlled vibration of a wide range of components, machines or structures. 7'he vibrator system is associated with a 28 tonne seismic block. The model is highly detailed to allow study of the system to its dynamic performance limits of around 300 Hz. The model consists of nearly eighty equations some of them nonlinear and discontinuous. 7'he paper describes the orderly development of the model emanating from the bond graph approach. Some simulation results, with limited experimental correlation, are included.
Nomenclature
In gene&, R and C denote resistive and capacitive effects. They are also used, if appropriate, to denote associated coefficients.
π SIMILAR VOLUMES
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
Bis(ortho)-Chelated Bis(phosphanyl