Shopping cart ITEMS
 modern scholarly publishers in the finest tradition
Login Register
Home
Books
Journals
References
A-Z Index
Author Index
For Our Authors
User Area
Shopping Cart
Contact
Electronic Data Center

International Journal for Multiscale Computational Engineering

 

ISSN for PRINT: 1543-1649

Institutional price:

$747.00

Issues per year:

6

For Online Access

Best Paper Award Selection - Editorial Board Site

Add subscription to shopping cart

2003, Volume1

Issue 2&3

  187 pages  

DOI: 10.1615/IntJMultCompEng.v1.i23   

click 'Save as...' here to save XML metadata

Issue price - $356.00  

Add to shopping cart

  • A Procedure for Modeling Multibody Systems Using Subsystem Models
  • Chad Schmitke
    Systems Design Engineering, University of Waterloo, Ontario, Canada

    John McPhee
    Systems Design Engineering, University of Waterloo, Ontario, Canada


    ABSTRACT

    With the increasing use of microprocessors to control multibody systems, the inclusion of both analogue and digital electronic components in multibody formulations has become one of the challenges facing the multibody community. Models of mechanical systems that incorporate these types of components are referred to as "mechatronic" systems, while multibody systems incorporating only analogue components are dubbed "electromechanical" systems. Traditional approaches to modeling such systems can be very time-intensive and result in extremely complex equations. The following article proposes a method for efficiently generating the governing symbolic equations for an electromechanical multibody system. The key to the proposed approach lies in exploiting the topology of a given system by applying subsystems derived using a newly developed extension to linear graph theory. Exploiting the topology in this manner accommodates parallel formulation strategies and helps to clarify and organize the system level models, thereby increasing the efficiency of the modeling process and subsequent numerical simulations. In addition, because the subsystem models are developed using a linear graph formulation, it is shown that they naturally combine with graph models of electrical subsystems to model electromechanical systems.

    DOI: 10.1615/IntJMultCompEng.v1.i23.30

    Download article, 22 pages

    Article price - $35.00  

    Add to shopping cart

    << Previous article   Next article >>

    Designed by offsiteteam Designed by offsiteteam Designed by offsiteteam
    Begell House Inc.
    50 Cross Highway,
    Redding, CT 06896
    TEL (203) 938 1300
    FAX (203) 938 1304
    orders@begellhouse.com