Page 211 - 《振动工程学报》2026年第5期
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第 5 期                 吴少培,等:负泊松比超材料的拓扑优化设计及减振性能试验研究                                        1415

                  Chinese Journal of Solid Mechanics,2025,46(1):93-104.  Improved  strategy  based  on  the  variable  density  method  for
              [20]  蒋伟忠,张毅,朱一林,等. 功能性负泊松比超材料研究                      continuum  structural  topology  optimization[J/OL].  Journal  of
                  进展与展望    [J]. 应用力学学报,2025,42(3):494-510.          Mechanical Strength,2025:1-10. (2025-11-09). https://kns.
                  JIANG Weizhong,ZHANG Yi,ZHU Yilin,et al. Research  cnki.net/KCMS/detail/detail.aspx?filename=JXQD20250523001&
                  progress  and  prospect  of  functional  auxetic  metamaterials[J].  dbname=CJFD&dbcode=CJFQ.
                  Chinese Journal of Applied Mechanics,2025,42(3):494-  [30]  REZAEI S,KADKHODAPOUR J,HAMZEHEI R,et al.
                  510.                                              Design  and  modeling  of  the  2D  auxetic  metamaterials  with
              [21]  李焱. 可调控声学超材料/超表面的拓扑优化设计方法研究                     hyperelastic   properties   using   topology   optimization
                  [D]. 大连:大连理工大学,2024.                              approach[J]. Photonics and Nanostructures-Fundamentals and
                  LI Yan. Research on topology optimization design method for  Applications,2021,43:100868.
                  tunable  acoustic  metamaterials/metasurfaces[D].  Dalian:  [31]  NIAN Y,NI Y Q,AVCAR M,et al. Novel negative-zero-
                  Dalian University of Technology,2024.             positive  Poisson’s  ratio  graded  mechanical  metamaterials  for
              [22]  BENDSØE  M  P, KIKUCHI  N.  Generating  optimal  topolo-  enhanced  energy  absorption: performance  investigation  and
                  gies  in  structural  design  using  a  homogenization  method[J].  design optimization[J]. Engineering Structures,2025,343:
                  Computer  Methods  in  Applied  Mechanics  and  Engineering,  121092.
                  1988,71(2):197-224.                           [32]  邹肖斌,苏丽丽,余华宁,等. 热塑性聚氨酯弹性体反应
              [23]  SIGMUND  O, MAUTE  K.  Topology  optimization   挤出合成技术研究进展        [J]. 聚氨酯工业,2020,35(4):9-
                  approaches:a comparative review[J]. Structural and Multidis-
                                                                    12.
                  ciplinary Optimization,2013,48(6):1031-1055.
                                                                    ZOU  Xiaobin, SU  Lili, YU  Huaning, et  al.  Research
              [24]  BENDSOE  M  P, SIGMUND  O.  Topology  Optimization:
                                                                    progress  on  reactive  extrusion  synthesis  of  thermoplastic
                  Theory, Methods, and  Applications[M].  Berlin, Heidel-
                                                                    polyurethane  elastomer[J].  Polyurethane  Industry, 2020,
                  berg:Springer,2013.
                                                                    35(4):9-12.
              [25]  刘宝收. 基于清晰光滑边界的结构拓扑优化方法及应用研
                                                                [33]  谢博伟,金莫辉,杨洲,等. 3D     打印  TPU  材料的力学性能及
                  究  [D]. 长沙:湖南大学,2021.
                                                                    模型参数研究     [J]. 工程设计学报,2023,30(4):419-428.
                  LIU Baoshou. The research and application on structural topol-
                                                                    XIE Bowei,JIN Mohui,YANG Zhou,et al. Research on
                  ogy  optimization  based  on  clear  and  smooth  boundary[D].
                                                                    mechanical  properties  and  model  parameters  of  3D  printed
                  Changsha:Hunan University,2021.
                                                                    TPU  material[J].  Chinese  Journal  of  Engineering  Design,
              [26]  王磊佳. 面向结构轻量化的拓扑优化方法及应用研究             [D].
                                                                    2023,30(4):419-428.
                  湘潭:湖南科技大学,2023.
                                                                [34]  国家市场监督管理总局,中国国家标准化管理委员会. 硫
                  WANG  Leijia.  Research  on  topology  optimization  methods
                                                                    化 橡 胶 或 热 塑 性 橡 拉 伸 应 力 应 变 性 能 的 测 定 :GB/T
                  and  applications  to  lightweight  structures[D].  Xiangtan:
                                                                    528—2009[S]. 北京:中国标准出版社,2009.
                  Hunan University of Science and Technology,2023.
                                                                    State  Administration  for  Market  Regulation, National  Stan-
              [27]  沈华. 基于  SIMP  法的刚度和疲劳约束的拓扑优化方法研
                                                                    dardization Administration of the People’s Republic of China.
                  究  [D]. 哈尔滨:哈尔滨理工大学,2021.
                                                                    Rubber, vulcanized  or  thermoplastic —determination  of
                  SHEN Hua. Research of topology optimization method based
                                                                    tensile stress-strain properties:GB/T 528—2009[S].Beijing:
                  on  SIMP  method  for  stiffness  and  fatigue  constraints[D].
                                                                    Standards Press of China,2009.
                  Harbin: Harbin  University  of  Science  and  Technology,
                                                                [35]  国家市场监督管理总局,中国国家标准化管理委员会. 橡
                  2021.
                                                                    胶塑料拉力、压力和弯曲试验机            (恒速驱动) 技术规范:
              [28]  张国锋,徐雷,王鑫,等. 基于变密度法的连续体结构拓
                                                                    GB/T 17200—2008[S]. 北京:中国标准出版社,2008.
                  扑优化后处理方法研究       [J]. 机械强度,2022,44(4):845-
                                                                    State  Administration  for  Market  Regulation, National  Stan-
                  851.
                                                                    dardization Administration of the People’s Republic of China.
                  ZHANG Guofeng,XU Lei,WANG Xin,et al. Research on
                                                                    Technical specification for tensile,compression and flexural
                  post-processing method of continuum structure topology opti-
                                                                    testing  machines  for  rubber  and  plastics  (constant  rate  of
                  mization  based  on  variable  density  method[J].  Journal  of
                                                                    rtaverse):GB/T 17200—2008[S]. Beijing:Standards Press
                  Mechanical Strength,2022,44(4):845-851.
              [29]  罗肇艺,王天波,魏民祥,等. 基于变密度法的连续体结                      of China,2008.
                  构 拓 扑 优 化 改 进 策略  [J/OL].  机 械 强 度 , 2025: 1-10.
                                                                第一作者:吴少培(1992—),男,博士,讲师。
                  (2025-11-09) .  https://kns.cnki.net/KCMS/detail/detail.aspx?
                  filename=JXQD20250523001&dbname=CJFD&dbcode=          E-mail:wu.shaopei@mail.lzjtu.cn
                  CJFQ.                                         通信作者:丁旺才(1964—),男,博士,教授。
                  LUO  Zhaoyi, WANG  Tianbo, WEI  Minxiang, et  al.     E-mail:dingdd@163.com
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