ICF13B

13th International Conference on Fracture June 16–21, 2013, Beijing, China -10- strength and the ultimate strain. The tensile strength of single yarn decreases with increasing gage length. (2) Under dynamic loading, Young’s modulus, tensile strength, maximum strain and toughness of the fabric and yarn increase with increasing strain rate over the strain rate range from 20 to 170 s-1. However, based on the current results, it is not clear what the effect of the gage length is on the dynamic properties. References [1] B. Farsi Dooraki, J. A.Nemes, M. Bolduc, Study of parameters affecting the strength of yarns. Journal of Physics IV, 134 (2006) 1183–1188. [2] X.R. Xiao, Dynamic tensile testing of plastic materials. Polymer Testing, 27(2008) 164–178. [3] D. Zhu, S.D. Rajan, B. Mobasher, A. Peled, M. Mignolet, Modal analysis of a servo-hydraulic high speed testing machine and its application to dynamic tensile testing at an intermediate strain rate. Experimental Mechanics, 51(2011) 1347–1363. [4] D. Zhu, B. Mobasher, S.D. Rajan, Characterization of dynamic tensile testing using aluminum alloy 6061-T6 at intermediate strain rates. ASCE Journal of Engineering Mechanics, 137(2011) 669–679. [5] D. Zhu, A. Peled, B. Mobasher, Dynamic tensile testing of fabric-cement composites. Construction and Building Materials, 25(2011) 385–395. [6] S. Sahraoui, J.L. Lataillade, Analysis of load oscillations in instrumented impact testing. Engineering Fracture Mechanics, 60(1998) 437–446. [7] D. Zhu, M. Gencoglu, B. Mobasher, Low velocity impact behavior of AR glass fabric reinforced cement composites in flexure. Cement and Concrete Composites, 31(2009) 379–387. [8] S. Bansal, B. Mobasher, S.D. Rajan, I. Vintilescu, Development of fabric constitutive behavior for use in modeling engine fan blade-out events. ASCE Journal of Aerospace Engineering, 22(2009) 249–259. [9] D. Naik, S. Sankaran, B. Mobasher, S.D. Rajan, J.M. Pereira, Development of reliable modeling methodologies for fan blade-out containment analysis, Part I: experimental studies. International Journal of Impact Engineering, 36(2009) 1–11. [10] Z. Stahlecker, B. Mobasher, S.D. Rajan, J.M. Pereira, Development of reliable modeling methodologies for fan blade-out containment analysis, Part II: finite element analysis. International Journal of Impact Engineering, 36(2009) 447–459. [11] D. Zhu, C. Soranakom, B. Mobasher, S.D. Rajan, Experimental study and modeling of single yarn pull-out behavior of Kevlar 49 fabric. Composites Part A, 42(2011) 868–879. [12] D. Zhu, B. Mobasher, A. Vaidya, S.D. Rajan, Mechanical behaviors of Kevlar 49 fabric subjected to uniaxial, biaxial tension and in-plane large shear deformation. Composites Science and Technology, 74(2013)121–130. [13] D. Zhu, B. Mobasher, S.D. Rajan, Dynamic tensile testing of Kevlar 49 fabrics. ASCE Journal of Materials in Civil Engineering, 23(2011)230–239. [14] S. Bansal, Development of micro-mechanical model for dry fabrics. M.S. Thesis, Arizona State University, 2007. [15] D. Zhu, B. Mobasher, J. Ermi, S.Bansal, S.D. Rajan, Strain rate and gage length effects on tensile behavior of Kevlar 49 single yarn. Composites Part A, 43(2012) 2021–2029.

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