References (Some helpful references for Auxetic Materials)
Adams, D. F., & Miller, A. K. (1975). An analysis of the impact behavior of hybrid composite materials. Materials Science and Engineering, 19(2), 245-260.
Ahn, K. J., & Seferis, J. C. (1993). Prepreg processing science and engineering. Polymer Engineering & Science, 33(18), 1177-1188.
Alderson, K. L., Alderson, A., Smart, G., Simkins, V., & Davies, P. (2002). Auxetic polypropylene fibres. part 1. manufacture and characterisation. Plastics, Rubbers and Composites, 31(8), 344-349.
Alderson, A. (2011). Auxetic materials: Stretching the imagination. Chemistry and Industry (London), (2)
Alderson, A., Alderson, K., & Skertchly, D. (2006). Auxetic composites expand when they are stretched. JEC Composites Magazine, 43(28), 65.
Alderson, A., & Alderson, K. L. (2007). Auxetic materials. Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering, 221(4), 565-575.
Alderson, A., Alderson, K. L., Davies, P. J., & Smart, G. M. (2005). The effects of processing on the topology and mechanical properties of negative poisson's ratio foams. 2005 ASME International Mechanical Engineering Congress and Exposition, IMECE 2005, Orlando, FL. , 70 AD. pp. 503-510.
Alderson, K. L., Alderson, A., Davies, P. J., Smart, G., Ravirala, N., & Simkins, G. (2007). The effect of processing parameters on the mechanical properties of auxetic polymeric fibers. Journal of Materials Science, 42(19), 7991-8000.
Alderson, K. L., Alderson, A., & Wojciechowski, K. W. (2011). Auxetic materials and related systems. Physica Status Solidi (B) Basic Research, 248(1), 28-29.
Alderson, K. L., & Coenen, V. L. (2008). The low velocity impact response of auxetic carbon fibre laminates. Physica Status Solidi (B) Basic Research, 245(3), 489-496.
Alderson, K. L., Pickles, A. P., Neale, P. J., & Evans, K. E. (1994). Auxetic polyethylene: The effect of a negative poisson's ratio on hardness. Acta Metallurgica Et Materialia, 42(7), 2261-2266.
Alderson, K. L., Simkins, V. R., Coenen, V. L., Davies, P. J., Alderson, A., & Evans, K. E. (2005). How to make auxetic fibre reinforced composites. Physica Status Solidi (B) Basic Research, 242(3), 509-518.
Al-Khalil, M. F. S., & Soden, P. D. (1994). Theoretical through-thickness elastic constants for filament-wound tubes. International Journal of Mechanical Sciences,36(1), 49-62.
Allegri, G., Jones, M. I., Wisnom, M. R., & Hallett, S. R. (2011). A new semi-empirical model for stress ratio effect on mode II fatigue delamination growth.Composites Part A: Applied Science and Manufacturing, 42(7), 733-740.
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Amara, K., Tounsi, A., Megueni, A., & Adda-Bedia, E. A. (2006). Effect of transverse cracks on the mechanical properties of angle-ply composites laminates.Theoretical and Applied Fracture Mechanics, 45(1), 72-78.
Anderson, T., & Madenci, E. (2000). Experimental investigation of low-velocity impact characteristics of sandwich composites. Composite Structures, 50(3), 239-247.
Andersons, J., Joffe, R., & Spārniņš, E. (2008). Statistical model of the transverse ply cracking in cross-ply laminates by strength and fracture toughness based failure criteria. Engineering Fracture Mechanics, 75(9), 2651-2665.
Andreas P., C. (2001). Impact dynamics and damage in composite structures. Composite Structures, 52(2), 181-188.
Angelidis, N., & Irving, P. E. (2007). Detection of impact damage in CFRP laminates by means of electrical potential techniques. Composites Science and Technology,67(3-4), 594-604.
Arumugam, V., Shankar, R. N., Sridhar, B. T. N., & Stanley, A. J. (2010). Ultimate strength prediction of Carbon/Epoxy tensile specimens from acoustic emission data. Journal of Materials Science & Technology, 26(8), 725-729.
Aslan, Z., Karakuzu, R., & Okutan, B. (2003). The response of laminated composite plates under low-velocity impact loading. Composite Structures, 59(1), 119-127.
B D Caddock and, K. E. E. (1989). Microporous materials with negative poisson's ratios. I. microstructure and mechanical properties [Abstract]. Journal of Physics D: Applied Physics, 22(12) 1877.
A microporous, anisotropic form of expanded polytetrafluoroethylene has been found to have a large negative major Poisson's ratio. The value of Poisson's ratio varies with tensile strain and can attain values as large as -12. The microporous structure of the material is described and the mechanisms that lead to this large negative Poisson's ratio are identified. Micro-rotational degrees of freedom are observed, suggesting that a micropolar elasticity theory may be required to describe the mechanical properties.
Ballato, A. (2010). Poisson's ratios of auxetic and other technological materials. IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control, 57(1), 7-15.
Barbero, E. J., Sgambitterra, G., Adumitroaie, A., & Martinez, X. (2011). A discrete constitutive model for transverse and shear damage of symmetric laminates with arbitrary stacking sequence. Composite Structures, 93(2), 1021-1030.
Baughman, R. H. (2003). Auxetic materials: Avoiding the shrink. Nature, 425(6959), 667.
Benjeddou, O., Ouezdou, M. B., & Bedday, A. (2007). Damaged RC beams repaired by bonding of CFRP laminates. Construction and Building Materials, 21(6), 1301-1310.
Berthelot, J. (1999). Composite materials. Mechanical behviour and structural analysis (XXV ed., pp. 28-39) Springer.
Bertin, M., Touchard, F., & Lafarie-Frenot, M. (2010). Experimental study of the stacking sequence effect on polymer/composite multi-layers submitted to thermomechanical cyclic loadings. International Journal of Hydrogen Energy, 35(20), 11397-11404.
Bezazi, A., Boukharouba, W., & Scarpa, F. (2009). Mechanical properties of auxetic carbon/epoxy composites: Static and cyclic fatigue behaviour. Physica Status Solidi (b), 246(9), 2102-2110.
Bezazi, A., Remillat, C., Innocenti, P., & Scarpa, F. (2008). In-plane mechanical and thermal conductivity properties of a rectangular–hexagonal honeycomb structure. Composite Structures, 84(3), 248-255.
Bianchi, M., Scarpa, F., & Smith, C. W. (2010). Shape memory behaviour in auxetic foams: Mechanical properties. Acta Materialia, 58(3), 858-865.
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Blumenfeld, R. (2005). Auxetic strains—insight from iso-auxetic materials. Molecular Simulation, 31(13), 867-871.
Boal, D. H., Seifert, U., & Shillcock, J. C. (1993). Negative poisson ratio in two-dimensional networks under tension. Physical Review E, 48(6), 4274.
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Caddock, B. D., & Evans, K. E. (1995). Negative poisson ratios and strain-dependent mechanical properties in arterial prostheses. Biomaterials, 16(14), 1109-1115.
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Cantwell, W., Curtis, P., & Morton, J. (1983). Post-impact fatigue performance of carbon fibre laminates with non-woven and mixed-woven layers. Composites,14(3), 301-305.
Cantwell, W. J., Büsser, M., & Kausch, H. H. (1991). An analysis of the impact response of a composite beam. Composites Engineering, 1(5), 293-295, 297-307.
Cantwell, W. J., Curtis, P. T., & Morton, J. (1984). Impact and subsequent fatigue damage growth in carbon fibre laminates. International Journal of Fatigue, 6(2), 113-118.
Cantwell, W. J., Curtis, P. T., & Morton, J. (1986). An assessment of the impact performance of CFRP reinforced with high-strain carbon fibres. Composites Science and Technology, 25(2), 133-148.
Cantwell, W. J., Davies, P., & Kausch, H. H. (1990). The effect of cooling rate on deformation and fracture in IM6/PEEK composites. Composite Structures, 14(2), 151-171.
Cantwell, W. J., & Morton, J. (1985). Detection of impact damage in CFRP laminates. Composite Structures, 3(3-4), 241-257.
Cantwell, W. J., & Morton, J. (1989). Comparison of the low and high velocity impact response of cfrp. Composites, 20(6), 545-551.
Cantwell, W. J., & Morton, J. (1989). Geometrical effects in the low velocity impact response of CFRP. Composite Structures, 12(1), 39-59.
Cantwell, W. J., & Morton, J. (1989). The influence of varying projectile mass on the impact response of CFRP. Composite Structures, 13(2), 101-114.
Cantwell, W. J., & Morton, J. (1990). An assessment of the residual strength of an impact-damaged carbon fibre reinforced epoxy. Composite Structures, 14(4), 303-317.
Cantwell, W. J., & Morton, J. (1990). Impact perforation of carbon fibre reinforced plastic. Composites Science and Technology, 38(2), 119-141.
Cantwell, W. J., & Morton, J. (1991). The impact resistance of composite materials — a review. Composites, 22(5), 347-362.
Caprino, G., & Lopresto, V. (2001). On the penetration energy for fibre-reinforced plastics under low-velocity impact conditions. Composites Science and Technology, 61(1), 65-73.
Caprino, G., & Lopresto, V. (2000). The significance of indentation in the inspection of carbon fibre-reinforced plastic panels damaged by low-velocity impact.Composites Science and Technology, 60(7), 1003-1012.
Cartié, D. D. R., & Irving, P. E. (2002). Effect of resin and fibre properties on impact and compression after impact performance of CFRP. Composites Part A: Applied Science and Manufacturing, 33(4), 483-493.
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Chambers, A. R., Mowlem, M. C., & Dokos, L. (2007). Evaluating impact damage in CFRP using fibre optic sensors. Composites Science and Technology, 67(6), 1235-1242.
Chaudhuri, J., & Jang, Q. (1988). Effect of special orientation on the fracture behavior of Graphite/Epoxy laminates. pp. 701.
Chen, A. S., Almond, D. P., & Harris, B. (2002). Impact damage growth in composites under fatigue conditions monitored by acoustography. International Journal of Fatigue, 24(2-4), 257-261.
Chen, C., Lin, C., & Chien, R. (2011). Thermally induced buckling of functionally graded hybrid composite plates. International Journal of Mechanical Sciences, 53(1), 51-58.
Chirima, G., Ravirala, N., Rawal, A., Simkins, V. R., Alderson, A., & Alderson, K. L. (2008). The effect of processing parameters on the fabrication of auxetic extruded polypropylene films. Physica Status Solidi (B) Basic Research, 245(11), 2383-2390.
Choi, H. Y., Wang, H. S., & Chang, F. (1992). Effect of laminate configuration and impactor's mass on the initial impact damage of Graphite/Epoxy composite plates due to line-loading impact
Choi, H. Y., & Chang, F. (1992). Model for predicting damage in graphite/epoxy laminated composites resulting from low-velocity point impact. Journal of Composite Materials, 26(14), 2134-2169.
Choi, H. Y., Wu, H. T., & Chang, F. (1991). A new approach toward understanding damage mechanisms and mechanics of laminated composites due to low-velocity impact: Part II—Analysis. Journal of Composite Materials, 25(8), 1012-1038.
Chotard, T. J., & Benzeggagh, M. L. (1998). On the mechanical behaviour of pultruded sections submitted to low-velocity impact. Composites Science and Technology, 58(6), 839-854.
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Chun, L. U., & Lam, K. Y. (1998). Dynamic response of fully-clamped laminated composite plates subjected to low-velocity impact of a mass. International Journal of Solids and Structures, 35(11), 963-979.
Clark, G. (1989). Modelling of impact damage in composite laminates. Composites, 20(3), 209-214.
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Coenen, V., Alderson, K., Myler, P., & Holmes, K. (2001). The indentation response of auxetic composite laminates. 6th Int. Conf. Deformation and Fracture of Composites, Manchester, UK.
Coenen, V. L., & Alderson, K. L. (2011). Mechanisms of failure in the static indentation resistance of auxetic carbon fibre laminates. Physica Status Solidi (b),248(1), 66-72.
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Donescu, S., Chiroiu, V., & Munteanu, L. (2009). On the Young’s modulus of a auxetic composite structure. Mechanics Research Communications, 36(3), 294-301.
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This paper describes the equivalent homogeneous uniaxial mechanical properties of defective single-wall carbon nanotubes. In particular, non-reconstructed defects that can be produced by ion or electronic irradiation have been considered. A discrete nonlinear finite-element approach based on the mechanical properties of individual carbon–carbon (C–C) bonds has been used. The individual C–C bonds in turn were simulated as beam structural elements. Extensive Monte Carlo based numerical simulation has been reported in the paper. The results show that the homogeneous elastic properties of the defective nanotubes can be qualitatively and quantitatively different from the pristine configurations. The defective nanotubes show a slight reduction in axial stiffness (Young's modulus), but large variations of Poisson's ratio outside the elastic bounds for isotropic materials, depending on the locations of the vacancies. The large fluctuations of Poisson's ratio can lead to extreme positive transversal contractions or to auxetic behaviour when the nanotubes are subjected to tensile loading.
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