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Thickness Optimisation of Textiles Subjected to Heat and Mass Transport during Ironing


Let us next analyse the coupled problem during ironing of textiles, that is, the heat is transported with mass whereas the mass transport with heat is negligible. It is necessary to define both physical and mathematical models. Introducing two-phase system of mass sorption by fibres, the transport equations are introduced and accompanied by the set of boundary and initial conditions. Optimisation of material thickness during ironing is gradient oriented. The first-order sensitivity of an arbitrary objective functional is analysed and included in optimisation procedure. Numerical example is the thickness optimisation of different textile materials in ironing device.

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Numerical Optimisation of Thickness of Composite Bonnet for Neonates

. (2010). Sensitivity oriented shape optimization of textile composites during coupled heat and mass transport, International Journal of Heat and Mass Transfer, 53, 2385-2392. [16] Korycki R., Krucińska I. (2014). Sensitivity analysis and thickness optimization of composite bonnet for neonates, VII Symposium Composites and Layer Structures, 33-34, Wrocław. [17] Li, Y. (2001). The science of clothing comfort, Textile Progress 15; 1,2. [18] Sahni, R., Schulze, K. (2011). Temperature control in newborn infants. Fetal and Neonatal Physiology, Polin R

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Optimal Design, Reliability And Sensitivity Analysis Of Foundation Plate

. & FRYDRÝŠEK, K. Nosníky a rámy na pružném podkladu 2. Beams and frames on elastic foundation 2 , VŠB TU Ostrava, 2008, ISBN 978-80-248-1743-9 [8] ZIENKIEWICZ, O. C. & CAMPBELL, J. S. Optimum Structural Design , Wiley: New York, 1973. [9] KORMANIKOVA, E. & MAMUZIC. I. Optimization of laminates subjected to failure criterion. Metalurgija. Vol. 50, No. 1, 2011, p. 41-44. ISSN 0543-5846 [10] SØRENSEN, S.N. & LUND, E. Topology and Thickness Optimization of Laminated Composites Including Manufacturing Constraints, Structural and Multidisciplinary

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Effect of Lamination Angle and Thickness on Analysis of Composite Plate Under Thermo Mechanical Loading

Higher Order Theory for Homogeneous Plates. Mechanics: Research Communications, 1992 (19), No. 1, 65 - 71. [8] P. Vidal, O. Polit. A thermomechanical finite element for the analysis of rectangular laminated beams. Finite. Elem. Anal. Des., 2006 (42), 868 - 883. [9] T. B. Zineb et al. Analysis of High Stress Gradients in Composite Plates with Rapidly Varying Thickness. Composites Science and Technology, 1998 (58), 791 - 799. [10] M. G. Joshi, S. B. Biggers, Jr. Thickness Optimization for Maximum buckling loads in Composite

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Effects of Chemical Structure of Silicone Polyethers Used as Fabric Softener Additives on Selected Utility Properties of Cotton Fabric

& Engineering, 2(1), 108-120. [18] Korycki R, Szafrańska H. (2016). Thickness Optimisation of Textiles Subjected to Heat and Mass Transport During Ironing, Autex Research Journal, 16(3), 165-174. [19] Korycki R, Szafrańska H. (2014). Sensitivity of Temperature Field to Material Parameters within the Clothing Laminate Process. Fibres & Textiles in Eastern Europe, 22, 5(107), 83-88. [20] Wasilewski T., Ogorzałek M., Klimaszewska E. (2014). Correlations between performance properties of textiles and concentration of fabric softener in rinsing bath, Salerno

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