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Theoretical analysis of two-dimensional vibration of single piano string using equivalent mechanical circuit models

机译:等效机械电路模型对单弦钢琴二维振动的理论分析

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References(11) When a piano string is struck by a hammer, it begins to vibrate vertically, i.e., in a plane perpendicular to the soundboard. After the vertical vibration has begun, the string then begins to rotate owing to horizontal vibration. The rotation direction changes several seconds later, which suggests that the frequencies of the vertical and horizontal components of the vibration are slightly different. In this article, we describe the modeling and theoretical analysis of the two-dimensional motion of a piano string. To this end, the string and soundboard are represented by an equivalent mechanical circuit. The string with two-dimensional movement is divided into two independent strings, each with one-dimensional movement. The vertical and horizontal motions are initialized to have the same frequency and are connected by a bridge that is represented as an ideal transformer. A soundboard is attached to the vertically vibrating string. Once the circuit is excited, the two strings vibrate at slightly different frequencies.
机译:参考文献(11)当用锤子敲击钢琴弦时,它开始垂直振动,即在垂直于共鸣板的平面上振动。垂直振动开始后,由于水平振动,琴弦开始旋转。旋转方向几秒钟后发生变化,这表明振动的垂直和水平分量的频率略有不同。在本文中,我们描述了钢琴弦的二维运动的建模和理论分析。为此,弦和音板由等效的机械电路表示。具有二维运动的弦被分成两个独立的弦,每个弦都具有一维运动。垂直和水平运动被初始化为具有相同的频率,并通过代表理想变压器的电桥连接。音板连接到垂直振动的弦上。一旦电路被激励,两条弦就以稍微不同的频率振动。

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