A piecewise linear enclosure is developed to transform nonlinear interval constraint systems and solved by a double-loop Gauss-Seidel iteration method, which ...
Dec 20, 2006 · This paper presents a soft constraint representation scheme based on nominal interval. Interval geometric parameters capture inexactness of ...
In this paper, a geometric modeling scheme based on nominal interval representation and analysis is presented to represent design uncertainty and inexactness.
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Current parametric CAD systems require geometric parameters to have fixed values. Specifying fixed parameter values implicitly adds rigid constraints on the ...
Related items. Solving interval constraints by linearization in computer-aided design ... Solving Interval Constraints By Linearization In Computer-Aided Design.
Solving Interval Constraints by Linearization in Computer-Aided Design ... This paper presents a soft constraint representation scheme based on nominal interval.
Year, Citation, Score. 2007, Wang Y, Nnaji BO. Solving interval constraints by linearization in computer-aided design Reliable Computing. 13: 211-244.
First, we linearize the constraints to get an interval linear system of equations and inequalities. Then, we adapt techniques from interval linear programming ...
Solving Interval Constraints by Linearization in Computer-Aided Design. Yan Wang; Bartholomew O. Nnaji. OriginalPaper 20 December 2006 Pages: 211 - 244. Explore.
Solving a set of linear inequalities is possible by using a combination of various techniques including Fourier elimination and simplex algorithm. Note that, in ...