基于原子力显微镜的压痕模式和双模纳米力学模式在模量表征中的影响因素
单齐冀,韩 瑶,张 莹,李慧琴*
( 上海交通大学分析测试中心, 上海 200240)
摘 要 原子力显微镜是表征材料微观力学性质的重要手段,本文基于原子力显微镜的压痕法和双模纳米力学法,探究薄膜/基底材料与多层二维材料杨氏模量测定过程中的影响因素,分析了基底硬度、二维材料厚度以及环境湿度对两种纳米力学表征结果的影响,为研究适用于纳米材料微观力学的测定提供参考。
关键词 压痕模式;双模纳米力学模式;基底;厚度;湿度
中图分类号:TH742 文献标识码:A doi:10.3969/j.issn.1000-6281.2022.02.008
Influence factors of indentation mode and bimodal nanomechanical mode based on atomic force microscope in modulus characterization
SHAN Qi-Ji1,HAN Yao1,ZHANG Ying1,LI Hui-qin1*
(1. Instrumental Analysis Center, Shanghai Jiao Tong University, Shanghai 200240,China)
Abstract Atomic force microscope is an important means to characterize the micromechanical properties of materials. Based on the indentation method of the atomic force microscope and the bimodal nanomechanical method, this research explored the influencing factors in the determination of the modulus of film/substrate materials and multilayer two-dimensional materials. In this paper, we studied the influence of substrate hardness, two-dimensional material thickness and environmental humidity when characterizing nanomechanics. And the results provided a reference for the nanomechanical test of composite materials.
Keywords indentation mode; bimodal nanomechanical mode; substrate; thickness; humidity
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[1] ZHU Y, CHANG T H. A review of microelectromechanical systems for nanoscale mechanical characterization [J]. Journal of Micromechanics and Microengineering, 2015, 25(9) : 093001.
[2] SMOLYAKOV G, PRUVOST S, CARDOSOB L, et al. AFM PeakForce QNM mode: Evidencing nanometre-scale mechanicalproperties of chitin-silica hybrid nanocomposites [J]. Carbohydrate Polymers, 2016, 151:373-380.
[3] 黄云博,张海涛,陈立航,等.双功能化原子力显微镜技术及其在能源材料领域的应用[J] .电子显微学报,2020, 39(4):434-450.
[4] ZAHRA N M, MEHDI T . Viscoelastic mapping of spruce-polyurethane bond line area using AM-FM atomic force microscopy [J]. International Journal of Adhesion and Adhesives, 2017, 27:59-66.
[5] SIMONE B, VICTOR G G, ALMA P P, et al. Fast and high-resolution mapping of elastic properties of biomolecules and polymers with bimodal AFM [J]. Nature Protocols, 2018, 13:2890-2907.
[6] 毕篆芳,商广义.双模原子力显微术的纳米力学测量原理及其应用[J] .电子显微学报,2019, 38(6):689-696.
[7] 韩同伟,贺鹏飞,洛英,等. 石墨烯力学性能研究进展[J] .力学进展,2011, 41(3):279-293.
[8] MEHRNOOSH D, AMIR F P, RICARDO G . Optimization of phase contrast in bimodal amplitude modulation AFM [J]. Journal of Nanotechnology, 2015, 6:1072-1081.
[9] 周锡龙, 李法新. 双模态振幅调制原子力显微术相互作用区转变研究[J] .力学学报,2018, 50(5):1104-1114.
[10] HOU H H, LI F D, SU Z L, et al. Light-reversible hierarchical patterns by dynamic photo-dimerization induced wrinkles [J]. Journal of Materials Chemistry C, 2017, 5:8765-8773.
[11] ZHOU L W, MA T J , LI T T , et al. Dynamic interpenetrating polymer network (IPN) strategy for multiresponsive hierarchical pattern of reversible wrinkle [J]. Applied Materials and Interfaces, 2019, 11(17):15977-15985.
[12] LIU X N, SHI Z, XIE M C, et al. Single-handed double helix and spiral platelet formed by racemate of dissymmetric cages [J]. Angewandte Chemie, 2021, 133(27):15207-15213.
[13] ZHANG Y, GAO F F, ZHENG Z Y, et al. An inverse problem in film/substrate indentation: extracting both the Young’s modulus and thickness of films [J]. Acta Mechanica Sinica, 2018, 34(6):1061-1071.
[14] ASSIMINA A P, HUANG X Q. Nanoindentation on soft film/hard substrate and hard film/soft substrate material systems with finite element analysis [J]. Composites Science and Technology, 2008, 68:147-155.
[15] JENNIFER H, BRYAN C. Measuring substrate-independent modulus of thin films [J]. Journal of Materials Research, 2011, 26(6):727-738.
[16] RANJANA S, WILLIAM D N. Effects of the substrate on the determination of thin film mechanical properties by nanoindentation [J]. Acta Materialia,2002, 50:23-38.
[17] BISCHEL M S, VANLANDINGHAM M R, EDULJEE R F, et al. On the use of nanoscale indentation with the AFM in the identification of phases in blends of linear low density polyethylene and high density polyethylene[J]. Journal of Materials Science, 2000, 35:221-228.
[18] AN F, ZHONG G K, ZHU Q F, et al. Synthesis and mechanical properties characterization of multiferroic BiFeO3-CoFe2O4 composite nanofibers [J]. Ceramics International, 2018, 44:11617-11621.
[19] 高扬. 原子力显微镜在二维材料力学性能测试中的应用综述[J] .力学学报,2021, 53(4):929-943.
[20] SOKOLOV I, DOKUKIN M E, GUZ N V. Method for quantitative measurements of the elastic modulus of biological cells in AFM indentation experiments [J]. Methods, 2013, 60 (2):202–213.
[21] POOT M,van der ZANT H S J. Nanomechanical properties of few-layer graphene membranes [J]. Applied Physics Letters, 2008, 92:063111.
[22] JUSTIN D G, JONATHAN T P. Capillary-driven indentation of a microparticle into a soft, oil-coated substrate [J]. Soft Matter, 2020, 16(25):5812–5818.
[23]JONES R, POLLOCK H M, CLEAVER J, et al. Adhesion forces between glass and silicon surfaces in air studied by AFM: effects of relative humidity, particle size, roughness, and surface treatment [J]. Langmuir, 2002, 18:8045–8055.
[24] LEE M, KIM B, KIM J, et al. Probing nonlinear rheology layer-by-layer in interfacial hydration water[J]. Nature Communications, 2015, 112(51):15619–15623.
[25] 魏征, 陈少勇, 赵爽, 等. 原子力显微镜中等容液桥的毛细力分析[J]. 应用数学和力学,2014, 35(4):364-376.
[26] CLAESSON P M, DOBRYDEN I, HE Y J, et al. Surface nanomechanics of coatings and hydrogels[J]. International Conference Baltic Polymer Symposium, 2019, 500(11),012025.
[27] ZITZLER L, HERMINGHAUS S, MUGELE F. Capillary forces in tapping mode atomic force microscopy[J]. Physical Review B, 2002, 66(15):155436–155444.