×

An input variable selection method for the artificial neural network of shear stiffness of worsted fabrics. (English) Zbl 07260201

Summary: The relationship between yarn properties, fabric parameters, and shear stiffness of worsted fabrics is modeled using the soft computing technique. Because of the small number of samples, the artificial neural network model to be established must be a small-scale one. Therefore, this soft computing approach includes two stages. First, the yarn properties and fabric parameters are selected by utilizing an input variable selection method, so as to find the most relevant yarn properties and fabric parameters as the input variables to fit the small-scale artificial neural network model. The first part of this method takes the human knowledge on the shear stiffness of fabrics into account. The second part utilizes a data sensitivity criterion based on a distance method. Second, the artificial neural network model of the relationship between yarn properties, fabric parameters, and shear stiffness of fabrics is established. The results show that the artificial neural network model yields accurate prediction and a reasonably good artificial neural network model can be achieved with relatively few data points by integrating with the input variable selecting method developed in this research. The results also show that there is great potential for this research in the field of computer-assisted design in textile technology.

MSC:

62-XX Statistics
68-XX Computer science
Full Text: DOI

References:

[1] J. C. Castro, M. C. R´ıos, and C. A. Mount-Campbell, Modelling and simulation in reactive polymer processing, Model Simul Mater Sci Eng 12 (2004), S121-S149.
[2] M. C. Ramesh, R. Rajamanickam, and S. Jayaraman, The prediction of yarn tensile properties by using artificial neural networks, J Text Inst 86 (1995), 459-469.
[3] R. Zhu and M. D. Ethridge, Predicting hairiness for ring and rotor spun yarns and analyzing the impact of fiber properties, Text Res J 67 (1997), 694-698.
[4] J. Fan and L. Hunter, A worsted fabric expert system. II. an artificial neural network model for predicting the properties of worsted fabrics, Text Res J 68 (1998), 763-771.
[5] S. Ertugrul, N. Ucar, Predicting bursting strength of cotton plain knitted fabrics using intelligent techniques, Text Res J 70 (2000), 845-851.
[6] S.Debnath,M.Madhusoothanan,andV.R. Srinivasamoorthy,Predictionofairpermeabilityof needle-punched nonwoven fabrics using artifical neural network and empirical models, Indiana J Fibre Text Res 25 (2000), 251-255.
[7] A. Guba, R. Chattopadhyay, and Jayadeva, Predicting yarn tenacity: a comparison of mechanistic, statistical and neural network models, J Text Inst 92 (2001), 139-145.
[8] Y. Chen, T. Zhao, and B. J. Collier, Prediction of fabric enduse using a neural network technique, J Text Inst 92 (2001), 157-163.
[9] K. Thirumalaiah and M. C. Deo, Hydrological forecasting using neural networks, J Hydrol Eng 5 (2000), 180-189.
[10] C. Cai, D. Zhi, Z. Liu, and H. Zhang, Artificial neural network in estimation of battery state-of-charge (SOC) with nonconventional input variables selected by correlation analysis, in Proceedings of 2002 International Conference on Machine Learning and Cybernetics, Beijing, 2002, vol. 3, 1619-1625.
[11] I. Drezga and S. Rahman, Input variable selection for ANNbased short-term load forecasting, IEEE Trans Power Syst 13 (1998), 1238-1244.
[12] S. Gao and Y. Shan, Novel input variable selection for ANN short-term load forecasting, Autom Electr Power Syst 25 (2001), 1-4.
[13] J. Utans, J. Moody, S. Rehfuss, and H. Siegelmann, Input variable selection for neural networks: application to predicting the U.S. business cycle, in Proceedings of the IEEE/IAFE 1995 Computational Intelligence for Financial Engineering, New York, April 1995, 118-122.
[14] Y. Chen, M. Nguyen, and B. Park, Neural network with principal component analysis for poultry carcass classification, J Food Process Eng 21 (1998), 351-367.
[15] D. Dong and T. Mcavoy, Nonlinear principal component analysis - Based on principal curves and neural networks, Comput Chem Eng 20 (1996), 65-78.
[16] R. Abrahart and L. See, Investigation the role of saliency analysis with a neural network rainfall-runoff model, Comput Geosci 27 (2001), 921-928.
[17] N. Bhat and T. McAvoy, Determining model structure for neural models by networks stripping, Comput Chem Eng 16 (1992), 271-281.
[18] R. Braddock, M. L. Kremmer, and L. Sanzogni, Feedforward artificial neural network model for forecasting rainfall run-off, Envirometrics 9 (1998), 419-432.
[19] B. Choi, T. Hendtlass, and K. Bluff, A comparision of neural network input vector selection techniques, Lecture Notes in Computer Science, Innovations in Applied Artificial Intelligence 3029, Berlin, Springer-Verlag, 2004.
[20] X. Zeng, L. Koehl, M. Sanoun, M. A. Bueno, and M. Renner, Integration of human knowledge and measured data for optimization of fabric hand, Int J Gen Syst 33 (2004), 243-258. · Zbl 1040.90522
[21] X. Zeng and L. Koehl, Representation of the subjective evaluation of the fabric hand using fuzzy techniques, Int J Intell Syst 18 (2003), 355-366. · Zbl 1048.68608
[22] Y. Hu and S. He, Overall Evaluation Method, Beijing, Science press, 2000.
[23] Y. Wang, Multi-attribute decision using the dispersion maximization method, China Soft Sci 13 (1998), 36-38.
[24] D. J. C. MacKay, Bayesian interpolation, Neural Comput 4 (1992), 415-447.
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. In some cases that data have been complemented/enhanced by data from zbMATH Open. This attempts to reflect the references listed in the original paper as accurately as possible without claiming completeness or a perfect matching.