4.7 Article

A Model for Updating Project S-curve by Using Neural Networks and Matching Progress

Journal

AUTOMATION IN CONSTRUCTION
Volume 19, Issue 1, Pages 84-91

Publisher

ELSEVIER SCIENCE BV
DOI: 10.1016/j.autcon.2009.09.006

Keywords

Project control; S-curve; Polynomial function; Neural network; Empirical model; Curve fitting

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The S-curve is commonly used for project planning and control, but the traditional schedule-based method for estimating S-curves is not always accurate, so many alternative empirical models have been suggested as an aid. Using a polynomial function for generalizing S-curves, an earlier research developed a neural network model that maps the function parameters from project attributes for obtaining a preliminary S-curve estimate. To produce a subsequent S-curve estimate during construction, this research first adopts the concept of case-based reasoning and proposes a progress-matching method based entirely on matching actual progress so far against S-curves of historical cases and using similar ones for estimation. Then, to improve it, a model combining the preliminary estimate from the neural network model and the subsequent estimate from the progress-matching method is proposed. The two estimates are assigned gradually decreasing and increasing weights. respectively, in successive S-curve updates as the percent project time increases. Tests found that using such an integration model can produce accurate S-curves in the beginning or middle of a project, indicating that it can be used to help the schedule-based method in project control during construction. (C) 2009 Elsevier B.V. All rights reserved.

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