{"title":"依次切割 f 孔时小提琴的振动","authors":"Jesús A. Torres, Liline-Daniel Canales-Hernández, Patricia Alejandra Acosta, José-Joel González-Barbosa, Juan-B. Hurtado-Ramos","doi":"10.1007/s40857-024-00313-3","DOIUrl":null,"url":null,"abstract":"<div><p>The impact of cutting the <i>f</i>-holes in a completed violin was investigated based on two measurable characteristics of the instrument. One of these aspects focused on the signature modes, while the other involved monitoring the graph of the bridge mobility. A particular emphasis was placed on analyzing this graph due to existing literature suggesting the connection of the bridge hill to the presence of <i>f</i>-holes. In the case of two real violins, bridge mobility was measured using an ultra-miniature accelerometer and an impact hammer. Concurrently, signature modes were recorded using Electronic Speckle Pattern Interferometry, an optical technique that performs well on rough surfaces; hence, the violins employed were intentionally left unvarnished. One of the violins lacked <i>f</i>-holes but included the rest of the structural elements. It was measured in stages as the <i>f</i>-holes were cut. The second violin adhered to a standard design but featured slightly wider <i>f</i>-holes, serving as a reference. Additionally, bridge mobility and signature modes were simulated for a finite element violin soundbox both with and without <i>f</i>-holes. Contrary to expectations, both the experiments and simulations revealed the emergence of the Bridge Hill even in the absence of <i>f</i>-holes. However, the alteration of the middle and high-frequency response was evident during the <i>f</i>-hole cutting process, accompanied by the observation of CBR as well as <span>\\(B_1^-\\)</span> and <span>\\(B_1^+\\)</span> modes.</p></div>","PeriodicalId":54355,"journal":{"name":"Acoustics Australia","volume":"52 1","pages":"95 - 103"},"PeriodicalIF":1.7000,"publicationDate":"2024-02-22","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Vibrations of a Violin While the f-Holes were Sequentially Cut\",\"authors\":\"Jesús A. Torres, Liline-Daniel Canales-Hernández, Patricia Alejandra Acosta, José-Joel González-Barbosa, Juan-B. Hurtado-Ramos\",\"doi\":\"10.1007/s40857-024-00313-3\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<div><p>The impact of cutting the <i>f</i>-holes in a completed violin was investigated based on two measurable characteristics of the instrument. One of these aspects focused on the signature modes, while the other involved monitoring the graph of the bridge mobility. A particular emphasis was placed on analyzing this graph due to existing literature suggesting the connection of the bridge hill to the presence of <i>f</i>-holes. In the case of two real violins, bridge mobility was measured using an ultra-miniature accelerometer and an impact hammer. Concurrently, signature modes were recorded using Electronic Speckle Pattern Interferometry, an optical technique that performs well on rough surfaces; hence, the violins employed were intentionally left unvarnished. One of the violins lacked <i>f</i>-holes but included the rest of the structural elements. It was measured in stages as the <i>f</i>-holes were cut. The second violin adhered to a standard design but featured slightly wider <i>f</i>-holes, serving as a reference. Additionally, bridge mobility and signature modes were simulated for a finite element violin soundbox both with and without <i>f</i>-holes. Contrary to expectations, both the experiments and simulations revealed the emergence of the Bridge Hill even in the absence of <i>f</i>-holes. 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引用次数: 0
摘要
根据小提琴的两个可测量特征,研究了在一把已完成的小提琴上切割 f 孔的影响。其中一个方面侧重于签名模式,而另一个方面则涉及监测琴桥移动性的曲线图。由于现有的文献表明琴桥山丘与 f 孔的存在有关,因此特别强调了对这一图形的分析。在两把真琴的情况下,使用超小型加速度计和冲击锤测量了琴桥的流动性。与此同时,使用电子斑点模式干涉仪记录了签名模式,这种光学技术在粗糙表面上表现良好;因此,所使用的小提琴故意没有上漆。其中一把小提琴没有f孔,但包含其他结构元素。在切割 f 孔时分阶段对其进行了测量。第二把小提琴采用了标准设计,但f孔稍宽,作为参考。此外,还模拟了有孔和无孔有限元小提琴音箱的琴桥流动性和特征模式。与预期相反,实验和模拟结果均显示,即使没有孔,也会出现桥山。然而,在f孔切割过程中,中频和高频响应的改变是显而易见的,同时还观察到了CBR以及(B_1^-\)和(B_1^+\)模式。
Vibrations of a Violin While the f-Holes were Sequentially Cut
The impact of cutting the f-holes in a completed violin was investigated based on two measurable characteristics of the instrument. One of these aspects focused on the signature modes, while the other involved monitoring the graph of the bridge mobility. A particular emphasis was placed on analyzing this graph due to existing literature suggesting the connection of the bridge hill to the presence of f-holes. In the case of two real violins, bridge mobility was measured using an ultra-miniature accelerometer and an impact hammer. Concurrently, signature modes were recorded using Electronic Speckle Pattern Interferometry, an optical technique that performs well on rough surfaces; hence, the violins employed were intentionally left unvarnished. One of the violins lacked f-holes but included the rest of the structural elements. It was measured in stages as the f-holes were cut. The second violin adhered to a standard design but featured slightly wider f-holes, serving as a reference. Additionally, bridge mobility and signature modes were simulated for a finite element violin soundbox both with and without f-holes. Contrary to expectations, both the experiments and simulations revealed the emergence of the Bridge Hill even in the absence of f-holes. However, the alteration of the middle and high-frequency response was evident during the f-hole cutting process, accompanied by the observation of CBR as well as \(B_1^-\) and \(B_1^+\) modes.
期刊介绍:
Acoustics Australia, the journal of the Australian Acoustical Society, has been publishing high quality research and technical papers in all areas of acoustics since commencement in 1972. The target audience for the journal includes both researchers and practitioners. It aims to publish papers and technical notes that are relevant to current acoustics and of interest to members of the Society. These include but are not limited to: Architectural and Building Acoustics, Environmental Noise, Underwater Acoustics, Engineering Noise and Vibration Control, Occupational Noise Management, Hearing, Musical Acoustics.