Auxetic nanomaterials: Recent progress and future development

Keywords

Auxetics, Intersection (aeronautics), Work (physics), Field (mathematics), Order (exchange)

References

• Mechanical properties ofM. Rodríguez Zapatero, Magdalena Rodríguez Jiménez, J.J. Rodríguez Alcaide — 1999
• Effect of a negative Poisson ratio in the tension of ceramics.Federico Fernández de Santos Ortiz — 2008
• Fabrication methods for auxetic foamsN. Chan, K. Evans — 1997
• How does negative Poisson’s ratio of foam filler affect crashworthiness?Shujuan Hou, Taiqu Liu, Zhidan Zhang — 2015
• Phonons in conventional and auxetic honeycomb latticesAmelia Carolina Sparavigna — 2007
• Atomistic simulations of tension-induced large deformation and stretchability in graphene kirigamiZenan Qi, David Campbell, Harold S. Park — 2014
• The strain dependent indentation resilience of auxetic microporous polyethyleneK. L. Alderson, A. G. Fitzgerald, K. Evans — 2000
• A Discussion of Negative Poisson's Ratio Design for CompositesRuguang Zhang, Hsien‐Liang Yeh, Hsien-Yang Yeh — 1999
• Wave motion in auxetic solidsTeik‐Cheng Lim, P. Cheang, Fabrizio Scarpa — 2014
• Literature Review: Materials with Negative Poisson's Ratios and Potential Applications to Aerospace and DefenceQingxian Liu — 2006
• High aspect ratio semiconducting nanostructure random networks: highly versatile materials for multiple applicationsCéline Ternon, Pauline Serre, Germain Rey — 2013
• Controlled ripple texturing of suspended graphene and ultrathin graphite membranes.Wenzhong Bao, Feng Miao, Zhen Chen — 2009
• Negative Poisson's ratios as a common feature of cubic metalsRay H. Baughman, J.M. Shacklette, Anvar Zakhidov — 1998
• Topology Optimized Architectures with Programmable Poisson's Ratio over Large DeformationsAnders Clausen, Fengwen Wang, Jakob Søndergaard Jensen — 2015
• Design optimization of a NPR structure based on HAM optimization methodGuan Zhou, Zheng-Dong Ma, Jichao Gu — 2016
• The Mechanical Properties of Conventional and Auxetic Foams. Part II: ShearN. Chan, K. Evans — 1999
• The Mechanical Properties of Conventional and Auxetic Foams. Part I: Compression and TensionN. Chan, K. Evans — 1999
• Negative Poisson's Ratio Behavior Induced by an Elastic InstabilityKatia Bertoldi, Pedro M. Reis, Stephen Willshaw — 2010
• Percolating silicon nanowire networks with highly reproducible electrical propertiesPauline Serre, Massimo Mongillo, P. Periwal — 2015
• Microstructure of isotropic materials with negative Poisson's ratioL. Rothenburg, Ai. Ai. Berlin, Richard J. Bathurst — 1991

Cited by

• A perspective on auxetic nanomaterialsBgh, Plog — 2017
• Novel Two-Dimensional Silicon Dioxide with in-Plane Negative Poisson's Ratio.Zhibin Gao, Xiao Dong, Nianbei Li — 2017
• Negative Poisson's ratio in graphene oxide.Jing Wan, Jin-Wu Jiang, Harold S. Park — 2017
• The normal-auxeticity mechanical phase transition in grapheneBinghui Deng, Jie Hou, Hanxing Zhu — 2017
• The new (old?) materials zooSteven C. Moss — 2017
• Industrial grade 2D molybdenum disulphide (MoS2): an in vitro exploration of the impact on cellular uptake, cytotoxicity, and inflammationCaroline Moore, Dania Movia, Ronan J. Smith — 2017
• Analogies across auxetic models based on deformation mechanismTeik‐Cheng Lim — 2017
• Negative extensibility metamaterials: Occurrence and design-space topology.Eduard G. Karpov, Larry A. Danso, John T. Klein — 2017
• Periodic Auxetics: Structure and DesignCiprian S. Borcea, Ileana Streinu — 2017
• The negative Poisson's ratio in graphene-based carbon foams.Jin Zhang, Qilin Xiong — 2017
• Design and characterization of rounded re-entrant honeycomb patterns for lightweight and rigid auxetic structuresShengwei Chen, Seok Chang Ryu — 2017
• Static and Modal Analysis of Low Porosity Thin Metallic Auxetic Structures Using Speckle Interferometry and Digital Image CorrelationL. Francesconi, Michael Taylor, Katia Bertoldi — 2018
• Thermodynamics Far from the Thermodynamic Limit.Rodrigo de Miguel, J. M. Rubı́ — 2017
• Negative In‐Plane Poisson's Ratio for Single Layer Black Phosphorus: An Atomistic Simulation StudyDuc Tam Ho, Viet Hung Ho, Harold S. Park — 2017
• Torsion of a Two‐Phased Composite Bar With Helical Distribution of ConstituentsHubert Jopek, Tomasz Stręk — 2017
• Differential Poisson’s ratio of a crystalline two-dimensional membraneI. S. Burmistrov, V. Yu. Kachorovskii, I. V. Gornyi — 2018
• Stress-controlled Poisson ratio of a crystalline membrane: Application to grapheneI. S. Burmistrov, I. V. Gornyi, V. Yu. Kachorovskii — 2018
• Preface to a Special Topic: 2D Materials and ApplicationsSefaattin Tongay — 2018
• Origin of anisotropic negative Poisson's ratio in graphene.Zhenzhen Qin, Guangzhao Qin, Ming Hu — 2018
• Stress-sign-tunable Poisson’s ratio in monolayer blue phosphorus oxideBowen Zeng, Mengqiu Long, Yulan Dong — 2018

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