以开发小周期尺寸低频率带隙声子晶体为目标,首先给出了固定周期尺寸下带隙起始频率最低对应的材料比计算方法,又验证了等效密度及等效弹性模量在声子晶体带隙计算中的正确性.据此开发了周期尺寸为0.04m,带隙范围为200Hz~1200Hz的声子晶体,并对计算结果进行了实验验证.
For exploiting phononic crystals with small periodic size and low frequency bandgap, a material ratio calculation method is proposed at fixed period with the lowest starting frequency, and then it was verificated that the equivalent density and equivalent elastic modulus in the phononic crystal bandgap calculation were correct. According to these rules we prepared phononic crystals with a periodic size of 0.04m, handgap of 200Hz-1200Hz, and the calculated results were validated by experiments.
参考文献
[1] | Measurements and calculations of the sound attenuation by a phononic band gap structure suitable for an insulating partition application[J].Applied physics letters,2003(2):281-283. |
[2] | Zhang X.;Liu ZY.;Liu YY.;Wu FG. .Elastic wave band gaps for three-dimensional phononic crystals with two structural units[J].Physics Letters, A,2003(5/6):455-460. |
[3] | Yun Lai;Zhao-Qing Zhang .Large band gaps in elastic phononic crystals with air inclusions[J].Applied physics letters,2003(19):3900-3902. |
[4] | Hou ZL.;Fu XJ.;Liu YY. .Acoustic wave in a two-dimensional composite medium with anisotropic inclusions[J].Physics Letters, A,2003(1/2):127-134. |
[5] | Zhang X.;Liu ZY.;Mei J.;Liu YY. .Acoustic band gaps for a two-dimensional periodic array of solid cylinders in viscous liquid[J].Journal of Physics. Condensed Matter,2003(49):8207-8212. |
[6] | Zhilin Hou;Fugen Wu;Youyan Liu .Phononic crystals containing piezoelectric material[J].Solid State Communications,2004(11):745-749. |
[7] | Sainidou R.;Stefanou N.;Modinos A. .Formation of absolute frequency gaps in three-dimensional solid phononic crystals - art. no. 212301[J].Physical review, B. Condensed matter and materials physics,2002(21):2301-0. |
[8] | Zhao HG;Liu YZ;Wang G;Wen JH;Yu DL;Han XY;Wen XS .Resonance modes and gap formation in a two-dimensional solid phononic crystal[J].Physical review, B. Condensed matter and materials physics,2005(1):2301-1-2301-4-0. |
[9] | 郁殿龙 .基于声子晶体理论的梁板类周期结构振动带隙特性研究[D].国防科学技术大学,2006. |
[10] | 温激鸿 .声子晶体振动带隙及减振特性研究[D].国防科学技术大学,2005. |
[11] | 温激鸿,王刚,刘耀宗,赵宏刚.金属/丁腈橡胶杆状结构声子晶体振动带隙研究[J].振动工程学报,2005(01):1-7. |
[12] | 郑玲,李以农,A Baz.一维声子晶体的振动特性与实验研究[J].振动工程学报,2007(04):417-421. |
上一张
下一张
上一张
下一张
计量
- 下载量()
- 访问量()
文章评分
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%