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             大放大系数 M,聚能器的最佳高度比 N 和长度比 U                            Chen Huizi, Zhao Bo, Bian Pingyan, et al. The opti-
             分别为1.8和1.2。                                           mal design and dynamic characteristics of the a cone com-
                                                                   posite horn[J]. Journal of Applied Acoustics, 2016, 35(1):
                 (4) 实验测试结果表明:本模型的共振频率理
                                                                   20–26.
             论计算、有限元仿真和实验测试数据都比较吻合。                             [11] 张然, 贺西平, 王照伟. 具有大振幅放大系数的倒锥形变幅
                 此外,在弯曲振动聚能器系统的工程设计中,为                             杆 [J]. 振动与冲击, 2020, 39(24): 143–149.
                                                                   Zhang Ran, He Xiping, Wang Zhaowei. An inverted cone
             获得较大的放大系数 M 需要把复合楔形超声聚能
                                                                   horn with large amplitude amplification factor[J]. Journal
             器的高度比N 和长度比U 综合考虑进行优化设计。                              of Vibration & Shock, 2020, 39(24): 143–149.
                                                                [12] 李凤鸣, 刘世清, 许龙, 等. 均匀弹性杆弯曲振动的机电等
                                                                   效电路 [J]. 浙江师范大学学报 (自然科学版), 2023, 46(4):
                            参 考     文   献                          395–401.
                                                                   Li Fengming, Liu Shiqing, Xu Long, et al. The electrome-
              [1] 林书玉. 超声换能器的原理及设计 [M]. 北京: 科学出版社,                 chanical equivalent circuit of the uniform section elastic
                 2004.                                             rod in flexural vibration mode[J]. Journal of Zhejiang Nor-
              [2] 贺西平, 张海岛. 单端输入多端输出的纵振动转换体的研                      mal University(Natural Sciences), 2023, 46(4): 395–401.
                 究 [J]. 中国科学: 物理学 力学 天文学, 2016, 46(3): 22–30.   [13] 王莎, 林书玉, 段祎林. 基于二维声子晶体结构的大尺寸超声
                 He Xiping, Zhang Haidao. Investigation of a converter  塑料焊接系统 [J]. 应用声学, 2018, 37(5): 811–816.
                 of longitudinal vibration with single-input and multi-  Wang Sha, Lin Shuyu, Duan Yilin. A large-size ultrasonic
                 outputs[J]. Scientia Sinica Physica, Mechanica & Astro-  plastic welding system based on two-dimensional phononic
                 nomica, 2016, 46(3): 22–30.                       crystal structure[J]. Journal of Applied Acoustics, 2018,
              [3] Sun C, Dai F, Jiang S, et al. A novel single-element dual-  37(5): 811–816.
                 frequency ultrasound transducer for image-guided preci-  [14] 霍小乐, 赵伦, 许龙, 等. 超声振动对 5A06 铝合金自冲铆接头
                 sion medicine[C]//2017 IEEE International Ultrasonics  静力学性能影响 [J]. 材料科学与工艺, 2023, 31(2): 44–49.
                 Symposium(IUS). IEEE, 2017: 1–4.                  Huo Xiaole, Zhao Lun, Xu Long, et al. Effect of ultra-
              [4] Chang J, Chen Z, Huang Y, et al.  Flexible ultra-  sonic vibration on static properties of 5A06 aluminum ally
                 sonic array for breast-cancer diagnosis based on a self-  self-piercing riveting joints[J]. Materials Science & Tech-
                 shape–estimation algorithm[J]. Ultrasonics, 2020, 108:  nology, 2023, 31(2): 44–49.
                 106199.                                        [15] 李东. 层叠式锂电池制造中金属极片的超声波焊接工艺优化
              [5] Wang X, Xiao Y, Shi L, et al. Influence of tool pin geom-  方法 [D]. 上海: 上海交通大学, 2013.
                 etry on the thermal processes and plastic material flow in  [16] Wang X, Xiao Y, Shi L, et al. Influence of tool pin geom-
                 ultrasonic vibration–enhanced friction stir welding[J]. The  etry on the thermal processes and plastic material flow in
                 International Journal of Advanced Manufacturing Tech-  ultrasonic vibration–enhanced friction stir welding[J]. The
                 nology, 2023, 124(7/8): 2791–2806.                International Journal of Advanced Manufacturing Tech-
              [6] 单影, 许龙, 周光平. 双激励阶梯形弯曲振动夹心式压电换能                   nology, 2023, 124(7/8): 2791–2806.
                 器的研究 [J]. 压电与声光, 2022, 44(2): 316–322.         [17] Wagner G, Balle F, Eifler D. Ultrasonic welding of hy-
                 Shan Ying, Xu Long, Zhou Guangping. Theoretical re-  brid joints[J]. The Journal of the Minerals, 2012, 64(3):
                 search on dual excitation stepped flexural vibration sand-  401–406, 364.
                 wich piezoelectric transducer[J]. Piezoelectrics & Acous-  [18] Wagner G, Balle F, Eifler D. Ultrasonic welding of alu-
                 tooptics, 2022, 44(2): 316–322.                   minum alloys to fiber reinforced polymers[J]. Advanced
              [7] 许龙, 范秀梅. 阶梯圆环压电超声换能器径向振动性能的理论                    Engineering Materials, 2013, 15(9): 792–803.
                 研究 [J]. 应用声学, 2021, 40(6): 878–888.            [19] 贺西平, 程存弟. 几种常见形状函数超声变幅杆性能参量的统
                 Xu Long, Fan Xiumei. Theoretical research on the radial  一表达 [J]. 陕西师大学报 (自然科学版), 1994(3): 29–32.
                 vibration performance of the stepped circular piezoelec-  He Xiping, Cheng Cundi. Uniform expression of several
                 tric ultrasonic transducer[J]. Journal of Applied Acous-  common shape function ultrasonic horn performance pa-
                 tics, 2021, 40(6): 878–888.                       rameters[J]. Journal of Shanxi Normal University(Natural
              [8] 吴豪琼, 高志强. 斜槽式单激励纵扭超声变幅杆设计 [J]. 应用                Science Edition), 1994(3): 29–32.
                 声学, 2022, 41(4): 620–625.                      [20] Timoshenko S P. On the correction for shear of the dif-
                 Wu Haoqiong, Gao Zhiqiang.  The design of multi-  ferential equation for transverse vibrations of prismatic
                 ple diagonal slits ultrasonic horn with single-excitation  bars[J]. Philosophical Magazine, 1921, Edinburgh(41):
                 longitudinal-torsional vibration[J]. Journal of Applied  744–746.
                 Acoustics, 2022, 41(4): 620–625.               [21] 周光平, 李明轩. 超声弯曲模式变幅杆的振动分析 [J]. 声学学
              [9] Crouch D D, Dolash W E. Dual-window high-power con-  报, 2000, 25(2): 120–125.
                 ical horn antenna: U.S. Patent 6211837[P]. 2001-04-03.  Zhou Guangping, Li Mingxuan. Vibration analysis of ul-
             [10] 陈汇资, 赵波, 卞平艳, 等. 圆锥型复合变幅杆优化及动力学                  trasonic solid horn for flexural mode[J]. Acta Acustica,
                 特性 [J]. 应用声学, 2016, 35(1): 20–26.                 2000, 25(2): 120–125.
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