12:07 Mar 22, 2022 |
Dutch to English translations [PRO] Science - Music / Analysis of harmonic series of chords | ||||
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| Selected response from: Textpertise United Kingdom Local time: 17:13 | |||
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Summary of answers provided | ||||
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4 +3 | series of modulations |
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4 | tonal sequence |
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4 | modulation chords // modulation phrase |
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3 | turnaround progression |
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Summary of reference entries provided | |||
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Discussion entries: 7 | |
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tonal sequence Explanation: At the end, it returns to the tonic G via a tonal sequence. https://intmus.github.io/inttheory20-21/18-tonal-sequences/a1-tonalsequences.html |
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turnaround progression Explanation: See my extensive reference comments! -------------------------------------------------- Note added at 1 hr (2022-03-22 13:58:35 GMT) -------------------------------------------------- Hmm, on second thought, I was just reading that Beatles book again, and its author is definitely treating "turn-around" and "turn-back" as two separate things. see e.g.: "Twee van die kadensen zijn we hiervoor al tegengekomen: de turn-around en de turn-back. Samen vormen ze de belangrijkste, zij het niet de enige akkoordenprogressies die aan de basis lagen van de beatmuziek." "Voor de muzikale experimenten waarmee zij hun publiek bestookten, volstond wat ze met de kadensen van de turn-back en de turn-around hadden geleerd." https://www.google.co.uk/books/edition/Het_geluid_van_de_Bea... … which leaves me puzzled. -------------------------------------------------- Note added at 1 hr (2022-03-22 14:01:17 GMT) -------------------------------------------------- so, following the author of that book, "wisselreeks" would be "turn-back progression". see their statement: "De bron daarvan moet met grote waarschijnlijkheid worden gezocht in weer een andere kadens, **de wisselreeks oftewel de turn-back**. Samen met de turn-around kwamen we die in het vorige hoofdstuk al tegen." (https://www.google.co.uk/books/edition/Het_geluid_van_de_Bea... ) Example sentence(s):
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modulation chords // modulation phrase Explanation: my suggestion - no time to confirm this, I'm afraid -------------------------------------------------- Note added at 2 Stunden (2022-03-22 14:42:52 GMT) -------------------------------------------------- https://en.wikipedia.org/wiki/Modulation_(music) -------------------------------------------------- Note added at 2 Stunden (2022-03-22 14:43:48 GMT) -------------------------------------------------- As to the term 'phrase': https://en.wikipedia.org/wiki/Phrase_(music) |
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series of modulations Explanation: I have a professional music background and had a scholarship to Juilliard. I would say "series of modulations" would do the trick here. No need to search for anything fancier. -------------------------------------------------- Note added at 23 hrs (2022-03-23 11:55:14 GMT) -------------------------------------------------- Modulation is basically what you do to change keys. The word cadence is often used in this context to describe the type of shift in tonality. Common words are tonic (the home key, or do in the scale - and the modulation changes what do is), dominant (sol in the scale so a dominant cadence will move from sol to do) plagal cadence (fa to do) deceptive cadence (do to la). The complication comes in when modulation is ambiguous, so it will go through a series of chords and you will think that you have modulated to a new key (i.e. a new do) but it goes on to yet another key and maybe even another and you don't yet feel that you have arrived at a new home. That is why I have suggested that it is a series of modulations. The words "turn around" bring to mind the Italian musical term Da Capo which usually means go back and repeat to a point which is called Fine or end. It sounds to me like the description relates to a series of chords or harmonies (the bridge?) which bring you to the point where you recapitulate previous material (possibly in a different key) until the end of the piece. But I may be wrong. I haven't read the book. But at most, the book will be describing a specific example of the generic term "series of modulations". |
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