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                  [1]舒海生,张法,余豪华,等.一类局域共振型声子晶体梁的带隙分析[J].哈尔滨工程大学学报,2011,(09):1249-1253.[doi:doi:10.3969/j.issn.1007-7043.2011.09.027]
                   SHU Haisheng,ZHANG Fa,YU Haohua,et al.Research on the band gap in a kind of phononic crystal beam with local resonant structure[J].hebgcdxxb,2011,(09):1249-1253.[doi:doi:10.3969/j.issn.1007-7043.2011.09.027]
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                  一类局域共振型声子晶体梁的带隙分析(/HTML)
                  分享到:

                  《哈尔滨工程大学学报》[ISSN:1006-6977/CN:61-1281/TN]

                  卷:
                  期数:
                  2011年09期
                  页码:
                  1249-1253
                  栏目:
                  出版日期:
                  2011-09-25

                  文章信息/Info

                  Title:
                  Research on the band gap in a kind of phononic crystal beam with local resonant structure
                  文章编号:
                  1006-7043(2011)09-1249-05
                  作者:
                  舒海生张法余豪华刘少刚
                  哈尔滨工程大学机电工程学院,黑龙江哈尔滨150001
                  Author(s):
                  SHU Haisheng ZHANG Fa YU Haohua LIU Shaogang
                  College of Mechanical and Electrical Engineering,Harbin Engineering University, Harbin 150001,China
                  关键词:
                  局域共振声子晶体梁带隙有限元起始频率截止频率弯曲振动
                  分类号:
                  HT113.1
                  DOI:
                  doi:10.3969/j.issn.1007-7043.2011.09.027
                  文献标志码:
                  A
                  摘要:
                  针对局域共振带隙生成机理问题,给出一类由树脂基体、硫化橡胶套和铅套所构成的一维局域共振型声子晶体梁结构,并对其弯曲振动传输特性进行有限元分析,研究带隙起止频率的形成机理,给出相应的简化计算模型.结果表明:该声子晶体梁能够产生低频带隙;带隙的起始频率由局域振子的摆动模式决定,相邻振子间相位排列关系不具有明显的规律性;带隙截止频率由振子和基体的反相位横向弯曲振动模式决定,相邻元胞间呈现出反相关系.

                  参考文献/References:

                  [1]LAI Yun, ZHANG Zhaoqing. Large band gaps in elastic phononic crystals with air inclusions[J]. Applied Physics Letters, 2003,83(19):3900-3902.
                  [2]郁殿龙,温激鸿,刘耀宗.充液周期管路的轴向振动带隙特性[J].机械工程学报, 2009,45(9):36-41. YU Dianlong,WEN Jihong,LIU Yaozong. Axial vibration property of periodic pipe system conveying fluid[J].Journal of Mechanical Engineering, 2009,45(9):36-41.
                  [3]PAROBAS I E,SIGALAS M M. Elastic band gaps in a FCC lattice of mercury spheres in aluminum[J]. Phys Rev B,2002,66(5):052302.1-052302.3.
                  [4]郁殿龙.基于声子晶体理论的梁板类周期结构振动特性研究[D].长沙:国防科技大学, 2006:66-74. YU Dianlong. Research on the vibration rand gaps of periodic beams and plates based on the theory of phononic crystals[D]. Changsha:Natinal University of Defense Technology, 2006:66-74.
                  [5]LIU Z Y,CHAN C T ,SHENG P. Analytic model of phononic crystals with local resonances[J]. Phy Rev B,2005,71(1):014103.1014103.8.
                  [6]GOFFAUX C,SANCHEZ D J. Twodimensional phononic crystals studied using a variational method : application to lattices of locally resonant materials[J].Phys Rev B,2003,67(14):144301.1-144301.10.
                  [7]王刚.声子晶体局域共振带隙机理及减振特性研究[D].长沙:国防科技大学,2005:10-13. WANG Gang. Research on the mechanism and the vibration attenuation characteristic of locally resonant band gap in phononic crystals[D]. Changsha:Natinal University of Defense Technology, 2005:10-13.
                  [8]WANG Gang,WEN Xisen,WEN Jihong,LIU Yaozong. Quasi one-dimensional periodic structure with locally resonant band gap[J]. ASME Journal of Applied Mechanics, 2006,73(1):167-169.
                  [9]温熙森,温激鸿,郁殿龙,等.声子晶体[M].北京:国防工业出版社, 2009:146-178. WEN Xiseng, WEN Jihong, YU Dianlong.et al. Phononic crystals[M].Beijing:National Defence Industry Press,2009:146-178.
                  [10]赵存生,朱石坚.橡胶金属环静刚度特性研究[J].中国机械工程, 2004,15(11):962-964. ZHAO Cunsheng, ZHU Shijian.Study on the static stiffness characteristics of rubber:metal ring[J]. Chinese Mechanical Engineering,2004,15(11):962-964.

                  备注/Memo

                  备注/Memo:
                  中央高;究蒲幸滴穹炎杂商剿骷苹鹱手钅(HEUCF110705);国家科技部社会公益研究专项基金资助项目(2005DIB3J138)
                  更新日期/Last Update: 2011-10-11
                  AG复古花园

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