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)
7
演奏前
3.
將外管套在內管上,接著反覆前後
拉動滑管來使滑管霜均勻分布
*
滑管霜的塗抹量會影響滑管移
動的流暢度。您可以實驗不同
的滑管霜份量來找出最合適的
必須份量。
*
若在演奏時感覺滑管的操作別
得不順暢時,請使用噴霧器來
潤濕滑管。
注意!
預防滑管不慎脫落
滑管由內管與外管兩個部分組
成。請確保滑管鎖環已牢牢鎖
緊,防止滑管在組裝樂器等動
作時不慎脫落。
滑管止滑環
滑管鎖環
外管
鎖住時
n
為轉閥上油
在次中低音長號與低音長號上,請直
接從滑管螺帽將迴瓣油加到轉閥中。
喇叭口
螺帽
*
黏附在螺帽上的迴瓣油會將灰
塵與汙垢吸附到轉閥中,進而
導致性能不良。請謹慎操作。