... by the Computers and Information Division of ASME for publication in the J ournal of C omputing and I nformation S cience in E ngineering . 03 10 2021 14 04 2022 21 04 2022 03 06 2022 parameter estimation least squares curve fitting global optimum local optimum outlier...

... least squares curve fitting initial guess Michaelis–Menten model Fickian diffusion data-driven engineering engineering informatics inverse methods for engineering applications model-based systems engineering multidisciplinary optimization Fitting a specified model to data, also called...

...–face, ridge–ridge, ridge–face, and face–face collisions. The current algorithm is implemented and compared to an efficient polyhedral collision package, and results appear promising. 04 10 2011 09 10 2011 21 12 2011 21 12 2011 computational geometry curve fitting...

... that functions of more than two variables can also be represented graphically using various approaches, as described in Refs. 1 2 3 4 and the references therein. 3D surface level-curve diagrams gradient plots constrained functions inequalities curve fitting data visualisation elasticity...

.... Pivotal in this respect has been the introduction of feature modeling ( 1 ). feature modeling freeform features validity conditions validity maintenance geometric properties constraint solving and checking CAD/CAM computational geometry curve fitting maintenance engineering product...

... for curves fitting. All the points have the same correspondence on the curve in constrained fitting In order to overcome the drawback of the directed distance definition in constrained fitting, we sample the curves C ( t ) into a discrete point set X = { X i , i = 1...

... reasons that higher order curves are not used in polynomial curve fitting. In some applications, several curves may be constructed of various orders and statistically compared with the resulting data. The best-fit curve order is selected. Knot vector determination . A B-spline fitting algorithm...

... implementation by orders of magnitude. 29 12 2006 23 01 2009 04 06 2009 computational geometry curve fitting solid modelling Detecting collision and interference between moving objects is a ubiquitous problem in a number of critical application domains, such as mechanical design...

... for the third case (FFD 3 × 10 , 27 design variables). 16 04 2007 01 02 2008 30 04 2008 aerodynamics aerospace components aerospace computing computer animation curve fitting optimisation sensitivity analysis splines (mathematics) The inverse design...

... computational geometry curve fitting mesh generation In many industries, the products with complex shapes are made by a set of assembled patches, where each is warped from a planar sheet of material (e.g., the metal sheet in ship industry, and the textile pattern...

.... 255 – 299 . Fang , L. , and Gossard , D. C. , 1995 , “ Multidimensional Curve Fitting to Unorganized Data Points by Nonlinear Minimization ,” Comput.-Aided Des. 0010-4485 10.1016/0010-4485(95)90752-2 , 27 ( 1 ), pp. 48 – 58 . Pottman , H. , and Randrup , T. , 1998...

... 02 2005 manufacturing processes inspection product development product design curve fitting CAD manufacturing industries In the manufacturing industry, inspection of manufactured parts plays an important role. Engineers need to know whether a produced part fits its CAD model...

... OF COMPUTING AND INFORMATION SCIENCE IN ENGINEERING Manuscript received July 2003; Revised April 2004; Associate Editor: N. Dorighi. 01 July 2003 01 April 2004 07 09 2004 solid modelling virtual reality graphical user interfaces image thinning curve fitting Shape modeling...