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Evaluation of a feature modelling validation method

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conference contribution
posted on 2014-01-30, 14:45 authored by Keith Case, Marcelo da Silva Hounsell
Geometric modelling techniques for computer-aided design are provided with formal validation methods to ensure that a valid model is made available to applications such as interference checking. A natural and popular extension to geometric modelling is to group geometric entities into features that provide some extra meaning for one or more aspects of design or manufacture. These extra meanings are typically loosely formulated, in which case it is not possible to validate the feature-based model to ensure that it provides a correct representation for a downstream activity such as process planning. Earlier research established that validation methods can be based on the capture of designers' intents related to functional, relational and volumetric aspects of component geometry. This paper describes how this feature-based validation method has itself been validated through it's application to a series of test parts which have been either drawn from the literature or created to demonstrate particular aspects. It is shown that the prototype system that has been developed is indeed capable of meaningful featurebased model validation and additionally provides extensive information that is potentially useful to a range of engineering analysis activities.

History

School

  • Mechanical, Electrical and Manufacturing Engineering

Citation

CASE, K. and HOUNSELL, M.S., 1999. Evaluation of a feature modelling validation method. Maropoulos, P.G. and McGeough, J.A. (eds). Computer-aided Production Engineering: Proceedings of the 15th International CAPE Conference (CAPE 99), 19th-21st April 1999, University of Durham, pp. 15 - 22.

Publisher

© University of Durham, School of Engineering

Version

  • AM (Accepted Manuscript)

Publication date

1999

Notes

This is a conference paper.

ISBN

0953555801;9780953555802

Language

  • en

Editor(s)

Maropoulos, P.G.;McGeough, J.A.

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