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SystemC-A Modelling of Systems with Distributed Behaviour

SystemC-A Modelling of Systems with Distributed Behaviour
SystemC-A Modelling of Systems with Distributed Behaviour
This paper presents an approach to modelling distributed systems described by Partial Differential Equations( PDEs) in SystemC-A. Such modeling approach is quite important because of the modeling difficulties for the mixedphysical domain systems where complex digital and analogue electronics interfaces with vital distributed physical effects. As current SystemC-A does not support PDEs modeling, the proposed approach is based on discretization of PDEs to a set of Ordinary Differential and Algebraic Equations(ODAEs) which can be solved. This work is the preliminary step of syntax extensions to SystemC-A to support AMS systems modeling with PDEs. Distributed lossy microstrip and cantilever beam are used to validate the method and are described in the case studies.
Zhao, Chenxu
87d1aa10-ef41-44bc-8969-82626aa1dd92
Kazmierski, Tom
a97d7958-40c3-413f-924d-84545216092a
Zhao, Chenxu
87d1aa10-ef41-44bc-8969-82626aa1dd92
Kazmierski, Tom
a97d7958-40c3-413f-924d-84545216092a

Zhao, Chenxu and Kazmierski, Tom (2010) SystemC-A Modelling of Systems with Distributed Behaviour. FDL 2010.

Record type: Conference or Workshop Item (Other)

Abstract

This paper presents an approach to modelling distributed systems described by Partial Differential Equations( PDEs) in SystemC-A. Such modeling approach is quite important because of the modeling difficulties for the mixedphysical domain systems where complex digital and analogue electronics interfaces with vital distributed physical effects. As current SystemC-A does not support PDEs modeling, the proposed approach is based on discretization of PDEs to a set of Ordinary Differential and Algebraic Equations(ODAEs) which can be solved. This work is the preliminary step of syntax extensions to SystemC-A to support AMS systems modeling with PDEs. Distributed lossy microstrip and cantilever beam are used to validate the method and are described in the case studies.

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More information

Published date: September 2010
Venue - Dates: FDL 2010, 2010-09-01
Organisations: EEE

Identifiers

Local EPrints ID: 271651
URI: https://eprints.soton.ac.uk/id/eprint/271651
PURE UUID: 4687ac3a-0ca1-43ae-93db-7dfcf7f278fb

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Date deposited: 25 Oct 2010 10:23
Last modified: 18 Jul 2017 06:40

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Contributors

Author: Chenxu Zhao
Author: Tom Kazmierski

University divisions

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