Dual Mono: Williamsburg_音乐专辑
Dual Mono: Williamsburg
表演者: Peter Scherr
专辑类型: 专辑
介质: CD
发行时间: 2005-12
出版者: 1Hr Music
专辑简介
Bruce Huron, saxophone
John Carlson, trumpet
Jim Black, drums
Peter Scherr, double bass/bass guiter
Tony Scherr, eletric guiter
Dual Mono Cycles－创作流程
Dual Mono Cycles 采用下列创作流程：首先为第一条音轨录制左声道，该音轨称为音轨（a）。接下来为音轨（b）录制右声道。然后将音轨（b）作为下一音轨的左声道，然后为音轨（c）录制右声道。重复该程序，在录制最后一条音轨时，再次使用音轨（a）作为右声道。因此，对于音轨a、b和c组成的循环音乐，录制过程为：
Track 1 Track 2 Track 3
L a b c
R b c a
我曾用该流程录制约10小时的音乐，效果出色，其中部分音乐将在日后发布……
“尽管自该影片制作之后，我对双重单音流程的看法有些改变，但我仍十分喜爱这种形式。这种形式很好的诠释了整个过程，还体现出早期双重单音音乐的特色。”
“……由于乐曲环境不同，重复使用上一段旋律并不会出现枯燥的重复，这种效果妙趣十足……”Dual Mono: Williamsburg 的主创人员如是认为。
Dual Mono: Williamsburg 是我应用该创作理念首次发布的作品。我可能将来会不时回归 Dual Mono 创作流程，但目前这张专辑的确达到了理想的效果。
Dual Mono Cycles- the process
Dual mono cycles use the following process: Start with the left channel of the first track, and record a program just for that (a). Then record a discreet program for the right channel of the track (b). Then re-use “b” as the left channel of the next track and record a discreet program for the right channel (c). Repeat this procedure, and in the last track of the cycle, use “a” once again as the right channel. So in the case of a cycle with three tracks a, b and c, this would be the progression:
Track 1 Track 2 Track 3
L a b c
R b c a
I have recorded around 10 hours of cycles using this process with interesting results, some of which will be made available in future podcasts, and future releases…
"Though my thinking about the dual mono process has changed quite a bit since this film was made, I still like it a lot. It gives a good intro to the process, and also captures the flavor of those early dual mono days."
“…Interestingly, the only given with my results seemed to be that the re-use of a pass never sounded like a strict repetition, because it was always in a different context…” - from Dual Mono: Williamsburg
Dual Mono: Williamsburg is my initial release with this concept. I will probably return to the Dual Mono process from time to time, but for now I think this one really does it.
