
From Webern, with love.
This is an interesting piece for me to study, when considering Anton Webern, and the first, I believe, since I started at Monash, that is not from the list. So I trust the people who follow such things will excuse my deviation from the set listening list in favour of following something of great interest, from someone of great interest. For the information of those in power to judge such things, this is the first of a bunch of list-deviations in favour of Webern.
The piece was written circa 1906 and not found until 1965, in an attic of his daughter-in-law’s childhood attic. It was written in Webern’s early period and is not actually non-tonal, but it is chromatic. I’m quite pleased with finding this piece because it shows a great many techniques and also shows some interesting ways of using techniques that were later developed.
Webern has used the rondo form for the construction of this piece, with a slight variation. It is as follows: A B A(2) C A(3) B(2) A(4) D. Each of the repetitions of an already stated idea are gradually transformed. Now I just noticed something else interesting about this form. The final D section is actually a further A section (A(5)) and a brief overview of the whole form. If we detach that section entirely, we have a palindromic form: A B A | C | A B A; as it stands, it is asymmetrical: A B A | C | A B A | D. Two larger forms: A B A C | A B A D || perhaps.
Techniques/Concepts
Chromaticism
This is the aspect that I have learned the most about from studying this piece, not just the chromaticism that Webern uses, which is not atonal/12-tone as such, and I think probably one of the most useful things for me to learn and to use when studying 12-tone music and writing using arrays, tonerows, set-theory, etc, is the use of tone centers or tonal gravity*. For those of you who heard the two movements of my piece “Rain” for piano last year, I used this exact concept then, using notes that deviated chromatically away from a tone center but always returned to it. Luciano Berio does the same thing with his Sequenza VII for oboe, constantly gravitating away from the note B and Bartok uses it in Music For Strings, Percussion and Celeste. In Sonatensatz, Webern uses keysignatures to indicate his tonal centers, which is interesting, and adds the requirement for double-sharps and double-flats because the music is always referring back to its tonal center. This tonal gravity technique could be used to great effect in twelve-tone music, using tonerows etc. For example, you could write a series of tonerows off of the one tonic. I’m sure it’s been done before, but have not come across such.
Melodic Leading
This is the most striking application of compositional technique used by Webern in this piece, not the most obvious, but certainly the most elegant and the most well thought out. Without using conventional harmonic cadences to signify key changes, (ie. V/new key – I in new key) or something similar, he has used melodic leading relying on the chromaticism to blur the tone centers enough to make the keychange transparent. The end of the first section (which is in C minor) leads from Ab down to B natural, the first bar of the second section (‘modulated’ to A major) starts on an A.
Cadence/cadential points
Rather than harmonic cadences, Webern uses dynamic cadences, rhythmic cadences etc. to create “tension” and “release”, or musical punctuation as I prefer to call it.
Beethovenism
The other striking quality of this piece is how simple everything is. Just like everything I’ve looked at of Webern’s, he sticks to simple rhythms, patterns, etc and makes it at times complex (for contrast/cadential interest), he sticks mostly to conventional minims, crotchets, quavers and semiquavers. He does use a few cross-rhythms, for interest and great imitative effect, but compared to Stravinsky, Schoenberg, Bartok and others of the same era, Webern does not use complex rhythmic patterns. Now, what does this have to do with Beethoven? It’s not only his rhythm technique that is “simple”, but also how much he can get out of a very simple idea: let’s take the A section motive: C Bnat C (see not atonal) Bb, with the rhythm: crotchet, dotted quaver, semiquaver, crotchet. Very simple. This forms the basis for the entire section and he gets vast amounts of fresh music out of it, using imitation, registral change, harmonic variation, chromatic alteration, phrasing variations, rhythmic flattening/augmentation, rhythmic diminuendo, etc etc. This is how it’s like Beethoven. Remember the 5th Symphony? Dun dun dun duuuun… that motive is mutated in amazing ways.
More Webern, coming soon.
-Vin
* Tonal Gravity: there is an idea floating around that the lydian mode (major #4) has the greatest tonal gravity, the idea being that it is the only mode which has a full collection of perfect fifths, and is thus the most harmonically stable in relation to the fundamental. Let’s look at C lydian (F#). C D E F# G A B is the pitch collection. When stacked as successive fifths: C G D A E B F#. It is important to note here that C to G is a P5, G to D is as well, and importantly, the B to F# is as well. It would be a diminished 5th if it were from C major. The idea of gravity then comes from the fact that every single one of those notes reinforces the fundamental of C, causing the strongest tonal relationship available. Interesting. What would the chords be? Imaj7, II7, iii-7, iv-7b5, Vmaj7, vi-7, vii-7. Unless I’m mistaken… now if you were to flatten that V chord to make it dominant, you’d still have your regular harmonic function there, using a lydian tonality. Most interesting. G B D Fnatural instead of F#.
Something to think about perhaps?
This idea is (badly) interpreted from a book called “The Lydian Chromatic Concept” which I borrowed from the library earlier this year, but did not get a chance to thoroughly read. I understand this perfect fifth order as the concept, though.
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