Abstract
The creation of idealised, dimensionally reduced meshes for preliminary design and optimisation remains a time-consuming, manual task. A dimensionally reduced model is ideal for assessing design changes through modification of element properties without the need to create a new geometry or mesh. In this paper, a novel approach for automating the creation of mixed dimensional meshes is presented. The input to the process is a solid model which has been decomposed into a non-manifold assembly of smaller volumes with different meshing significance. Associativity between the original solid model and the dimensionally reduced equivalent is maintained. The approach is validated by means of a free-free modal analysis on an output mesh of a gas turbine engine component of industrial complexity. Extensions and enhancements to this work are also discussed.
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References
Arabshahi S, Barton DC, Shaw NK (1993) Steps towards cad–fea integration. Eng Comput 9(1):17–26
Hamri O, Léon J-C, Giannini F, Falcidieno B (2010) Software environment for cad/cae integration. Adv Eng Softw 41(10–11):1211–1222
Gujarathi GP, Ma Y-S (2011) Parametric cad/cae integration using a common data model. J Manuf Syst 30(3):118–132
SIEMENS. Siemens plm software, July (2012). http://www.plm.automation.siemens.com/
Quadros WR, Owen SJ (2012) Defeaturing cad models using a geometry-based size field and facet-based reduction operators. Eng Comput 28(3):211–224
Sheffer A (2001) Model simplification for meshing using face clustering. CAD Comput Aided Des 33(13):925–934
Lee KY, Armstrong CG, Price MA, Lamont JH (2005) A small feature suppression/unsuppression system for preparing b-rep models for analysis. In: ACM symposium on solid modeling and applications, SM, pp 113–124
Li B, Liu J (2002) Detail feature recognition and decomposition in solid model. CAD Comput Aided Des 34(5):405–414
Thakur A, Banerjee AG, Gupta SK (2009) A survey of cad model simplification techniques for physics-based simulation applications. CAD Comput Aided Des 41(2):65–80
Samad WA, Suresh K (2011) Cad-integrated analysis of 3-d beams: a surface-integration approach. Eng Comput 27(3):201–210
Sheen DP, Son T, Myung D, Ryu C, Lee SH, Lee K, Yeo TJ (2010) Transformation of a thin-walled solid model into a surface model via solid deflation. Comput Aided Des 42(8):720–730
Chong CS, Senthil Kumar A, Lee KH (2004) Automatic solid decomposition and reduction for non-manifold geometric model generation. Comput Aided Des 36(13):1357–1369
Donaghy RJ, Armstrong CG, Price MA (2000) Dimensional reduction of surface models for analysis. Eng Comput 16(1):24–35
Blum H (1967) A transformation for extracting new descriptors of shape. Models for the Perception of Speech and Visual Form. MIT Press, Cambridge, pp 362–380
McCune RW, Armstrong CG, Robinson DJ (2000) Mixed-dimensional coupling in finite element models. Int J Numer Methods Eng 49(6):725–750
Makem JE, Armstrong CG, Robinson TT (2012) Automatic decomposition and efficient semi-structured meshing of complex solids. Eng Comput. doi:10.1007/s00366-012-0302-x
Robinson TT, Armstrong CG, Fairey R (2011) Automated mixed dimensional modelling from 2d and 3d cad models. Finite Elem Anal Des 47(2):151–165
CADfix. TranscenData, October (2012). http://www.transcendata.com/products/cadfix/
Lee SH, Lee K (2001) Partial entity structure: a compact non-manifold boundary representation based on partial topological entities, In: Proceedings of the sixth ACM symposium on Solid modeling and applications, pp 159–170
Luo X-J, Shephard MS, Yin L-Z, O’Bara RM, Nastasi R, Beall MW (2010) Construction of near optimal meshes for 3d curved domains with thin sections and singularities for p-version method. Eng Comput 26(3):215–229
Sheffer A, Bercovier M, Blacker T, Clements J (2000) Virtual topology operators for meshing. Int J Comput Geom Appl (Singapore) 10(3):309–331
Quadros WR , Shimada K, Owen SJ (2004) Skeleton-based computational method for the generation of a 3d finite element mesh sizing function. Eng Comput 20(3):249–264
Quadros WR, Vyas V, Brewer M, Owen SJ, Shimada K (2010) A computational framework for automating generation of sizing function in assembly meshing via disconnected skeletons. Eng Comput 26(3):231–247
Acknowledgments
The research leading to these results has received funding from the European Communitys Seventh Framework Programme (FP7/2007-2013) under grant agreement no. 234344 (http://www.crescendo-fp7.eu). The authors would like to thank the various partners for their support throughout the course of the work.
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Nolan, D.C., Tierney, C.M., Armstrong, C.G. et al. Automatic dimensional reduction and meshing of stiffened thin-wall structures. Engineering with Computers 30, 689–701 (2014). https://doi.org/10.1007/s00366-013-0317-y
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DOI: https://doi.org/10.1007/s00366-013-0317-y