Proceedings of the RHSAS

PROCEEDINGS OF THE RUSSIAN HIGHER SCHOOL
ACADEMY OF SCIENCES

Print ISSN: 1727-2769    Online ISSN: 2658-3747
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№2(67) April - June 2025

The Parametric Modeling And Assessment of the Virtual Mannequins

Issue No 1 (22) January-March 2014
Authors:

Grudinin Sergei Nikolaevich,
Frolovsky Vladimir Dmitrievitch
Abstract
The paper describes a method of assessing the similarity of digital mannequins by using parametric representation. It is the approach in which a computer mannequin model is created by means of the parametric design method before assessing the similarity of models. A wireframe is used for modeling complex surfaces. Firstly, a basic model is applied to a triangular mesh via section decomposition, symmetrization and polynomial approximation. Secondly, parameters are chosen from the anthropometric parameters and the dimensional parameters of the apparel industry standards for the parameterization of the basic model. Thirdly, the basic model is deformed in accordance with the change of the  prescribed parameters. The deformation method includes the following stages: building additional sections, deforming these additional sections according to the change of the prescribed parameters, shifting and linear approximation of the basic sections in compliance with the change of the additional ones. Finally, the deformation results are estimated by using five similarity characteristics of the deformed models and their virtual prototypes.
Keywords: Parameterization, Mannequin, Generating models, Deformation, Comparison of 3D-models.

References
  1. The most comprehensive source for body measurement data. Available at: http://store.sae.org/caesar/. (accessed 30.12.2013)
  2. Wang C.C.L. Parameterization and parametric design of mannequins. Computer-Aided Design, 2005, no. 1, pp. 83–98. doi: 10.1016/j.cad.2004.05.001
  3. Leong I.-F., Fang J.-J., Tsai M.-J. Automatic body feature extraction from a marker-less scanned human body. Computer-Aided Design, 2007, Vol. 39, № 7, pp. 568–582. doi: 10.1016/j.cad.2007.03.003
  4. Stoian Iu.G., Iakovlev S.V. Matematicheskie modeli i optimizatsionnye metody geometricheskogo proektirovaniia [Mathematical models and optimization methods of geometric design]. Kiev, Naukova dumka Publ., 1986, 268 p.
  5. Frolovskii V.D. Komp'iuternoe proektirovanie manekenov i odezhdy. Trekhmernye modeli i matematicheskie metody [Computer design of mannequins and clothing. Three-dimensional models and mathematical methods]. Germany, Saarbrucken, LAP LAMBERT Academic Publ., 2012, 269 p.
  6. Lin S.-F., Chien S.-C. Create a Virtual Mannequin Through the 2-D Image based Anthropometric Measurements and Radius Distance Free Form Deformation. International Journal of Advanced Computer Science and Applications (IJACSA), 2011, no. 4, pp. 60–67. doi: 10.14569/IJACSA.2011.020409
  7. Balzhirsuren G., Frolovskii V.D. Avtomatizatsiia proektirovaniia nestandart-nykh parametrizovannykh 3D manekenov [Computer-aided design of non-standard parameterized 3D mannequins]. Nauchnyi vestnik NGTU, 2009, no.1, pp. 117–128.
  8. Ermakova S.V., Podstavkina T.P., Strokina A.N. Antropometricheskii atlas [Anthropometric atlas]. Moscow, VNIITE Publ., 1977, 321 p.
  9. Tipovye figury zhenshchin. Razmernye priznaki dlia proektirovaniia odezhdy [Standard figures of women. Dimensional characteristics for clothing design]. Moscow, TsNIIShP Publ., 2003, 93 p.
  10. Kobliakova E.B., Dunaevskaia T.N., Ivleva G.S., Ievleva R.V. Razmernaia tipologiia naseleniia s osnovami anatomii i morfologii [Dimensional typology of the population with the basics of anatomy and morphology]. Moscow, Academy Publ., 2001, 288 p.
  11. Cormen T., Leiserson C., Rivest R., Stein C. Introduction to Algorithms, 2nd ed. Cambridge, MIT Press, 2001. 1056 p. (Russ. ed.: Kormen T., Leizerson Ch., Rivest R., Shtain K. Algoritmy: postroenie i analiz. Moscow, Williams Publ., 2005, 1296 p.)
  12. Ohbuchi R., Minamitani T., Takei T. Shape-similarity search of 3D models by using enhanced shape functions. International Journal of Computer Applications in Technology (IJCAT), 2005, no. 2/3/4, pp. 70–85. doi: 10.1109/TPCG.2003.1206936
  13. Grudinin S.N. Sravnenie trekhmernykh ob’ektov. Kriterii otsenki skhodstva [Comparison of three-dimensional objects. Similarity evaluation criteria]. Molodoi uchenyi, 2011, no. 5, pp. 42–44.
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