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)
14
吹口管的装卸方法
1. 由于吹口管的前端较薄,因此在脱
卸时请多加小心,以免造成损伤。
2. 若在吹口管前端,涂上少量的调音
管润滑膏,则能使装卸更顺畅。
3. 安装时,顺时针旋转 ( 向右旋转 )。
4. 若插入哨嘴,则方便拿捏,容易装
卸。
5. 卸下时,逆时针旋转 ( 向左旋转 )。
对于配备可拆卸吹口管的乐器,吹口管可如下拆卸。
吹口管
4
5.
卸下 : 向左旋转卸下螺钉部
后拔出
安装
卸下
* 请在吹口管完全相互嵌套
的状态下使用。
能看见螺钉部分的状态
3. 安装:推至螺钉部后向右旋转
好
不好
1, 2