Serenades: The Method in Madness Musical Components (Dimension 1) C Presented by Akram Najjar Spring 2012 Recto Verso What are Musical Components? z z z z They are the raw material composers work with This is what composers Transform Components are specified in a musical score They are the equivalent of: z z z z z Words/phrases Painting material / canvas Stone / wood / metal Shots / props in literature in painting in sculpture in cinema / photography They are the 1st Dimension we shall consider C) Musical Components (Dimension 1) 2 / 71 Musical Components we Shall Consider 1) Statements of Themes, Phrases and Melodies 2) The binary structure of Theme Collections: Sweet Little 3) 4) 5) 6) 7) 8) 9) Sixteen Tempo Meter (Beat) Rhythm Scales, Keys and Harmonic Relationships Melodic Texture Instrumentation and Color Dynamics C) Musical Components (Dimension 1) 3 / 71 1) Statement of Themes, Phrases and Melodies z z z Usually at the beginning of a Section, a composer will state a theme OR a phrase OR a melody These components can later be transformed or developed To understand the relationship between these 3 components, we need to view them in a BottomUp structure: with exceptions! C) Musical Components (Dimension 1) 4 / 71 Melodies Phrases Themes What is a Theme ? (Figure / Subject / Motif) z z z z z z z z A Theme = the smallest pattern of notes with its own musical identity = the ability of being recognized This is gained through repetition A theme can be repeated “as is” OR varied But it must retain “something” to preserve its identity A theme need not be singable OR sophisticated In fact most themes on their own are banale or boring Themes are (usually) short: a few notes or bars If notes = atoms . . . . . . . themes = molecules C) Musical Components (Dimension 1) 5 / 71 Examples: Well Known Single Themes z Beethoven: Symphony No 5 in C min Op 67: z z z Bach: Prelude in C (Well Tempered Clavier Bk 1) Beethoven: Sonata No 14 Op 27 No 2 (Moonlight) z z z The famous Fate Motif = 4 notes The Prelude Principle: repeat the same figure In M1 there are two figures to be heard Mozart: Serenade No 13 for Strings in G K525 (Eine Kleine Nachtmusik) z The first movement is full of small themes put together in larger phrases C) Musical Components (Dimension 1) 6 / 71 So What is a Phrase? z z z z z A Phrase is made up of several themes that feel like a melody but are not completely a melody Phrases feel like they have an end (cadence) Phrases were first applied to singing Phrases are usually part of longer melodies Some common phrases: each one has 4 phrases z z z z Happy Birthday to You The Lebanese National Anthem Twinkle Twinkle Little Star Coming up: Beethoven’s Ode to Joy C) Musical Components (Dimension 1) 7 / 71 Beethoven: Ode to Joy from the 9th Symphony in D min Op 125 (next slide) z z z z z z z z z There are 4 x 4 bars Each bar has 4 notes We can think of each 2 notes as a theme Some consider the bar of 4 notes as one theme Each set of 4 bars can be heard as a Phrase The all have a clear descending into an end The first 2 phrases are similar The third is a distance away The fourth returns home C) Musical Components (Dimension 1) 8 / 71 Ode to Joy Theme Phrase Theme What is a Melody? z z z z z z z z I thought it was easy to define what a melody is . . . A melody is a series of notes moving forward in time A melody “seems” to have a beginning and an end A melody is something you can sing It would be easy to remember Not convincing! A Car Alarm can easily qualify as a Melody Let us apply the Bottom Up approach using themes as the smallest units C) Musical Components (Dimension 1) 10 / 71 Large Forms are Constructed from Collections of Smaller Themes Characteristics of the Bottom Up Approach z z z z z Themes can build up to become larger themes Themes can build up to form phrases Themes can build up to form melodies without phrases Phrases can make up melodies Sometimes, there are melodies without recognizable themes or phrases C) Musical Components (Dimension 1) 12 / 71 Melodies Phrases Themes When is a Melody a Melody And Not a Theme or a Set of Themes? z z z z This is difficult to answer Poor attempt: when you can recognize it as a whole without being able to break it into themes But maybe there are themes and we cannot recognize them? Without a clear definition, let us resort to examples C) Musical Components (Dimension 1) 13 / 71 Consider 5 Types of Melodies/Themes These are all Statements a composer makes . . . A. B. C. D. E. Melodies structured by Themes Melodies without apparent Themes Themes on their own presented as independent units Themes based on Rhythmic Structures Themes based on Harmonic Structures (Keys) Since Phrases are groups of Themes that sound like partial Melodies, they will be shown in the examples C) Musical Components (Dimension 1) 14 / 71 A) Melodies Structured by Themes z z z z Often, what we consider as melodies are really a collection of related themes Composers can integrate themes to make them sound like a global melody Very few melodies we will hear are really “unbreakable” into themes And if they are, maybe we are not being able to recognize the themes! C) Musical Components (Dimension 1) 15 / 71 Examples: A) Melodies Structured by Themes z z z z z z Mahler: Symphony No 5 (Adagietto) – M4 Mahler: Symphony No 2 (Andante) – M2 Brahms: Piano Trio No 1 in B Op 8 – M1 Schubert: Impromptu in A flat D935 No 2 Mozart: Piano Sonata No 13 in B flat K333 – M1 Tchaikovsky: Violin Concerto in D Op 35 – M1 C) Musical Components (Dimension 1) 16 / 71 And . . . z z Prokofiev : Sonata No 2 in D Op 94 – M3 Kosma/Prevert: Les Feuilles Mortes (Yves Montand) C) Musical Components (Dimension 1) 17 / 71 Examples: B) Melodies without Apparent Themes z z z z z z z z z Brahms: Piano Quartet No 3 in C min Op 60 – M3 Brahms: String Quartet No 1 in C min Op 51/1 – M1 Borodin: String Quartet No 2 – M3 Schubert: Symphony No 9 in C D944 – M2 (Oboe) Schubert: Klavierstücke D946 No 2 in E flat Schubert: Piano Sonata No 17 in D D850 – M4 (Rondo) Schubert: Piano Sonata No 20 in A D959 – M3 and M4 Beethoven: Cello Sonata No 3 in A Op 69 – M1 Mozart: Clarinet Quintet in A K581 – M1 C) Musical Components (Dimension 1) 18 / 71 Examples: C) Themes Stated on Their Own z Liszt: Sonata in B minor z z Franck: Violin Sonata in A z z 4 Intervals are stated then reworked into various melodies Beethoven: Symphony No 3 in E flat Op 55 – M1 z z The themes stated at the beginning of the B min Sonata The Theme of Triads Beethoven: 3 quartets start with 2 x 2 note themes z z z Quartet No 12 in E flat Op 127 – M1 Quartet No 14 in C# min Op 131 – M1 Quartet No 15 in A min Op 132 – M1 C) Musical Components (Dimension 1) 19 / 71 Examples: Other Types of Themes: D) Rhythmic Themes z z z z z z z z Most analysts restrict themes to melody Rhythmic Themes are very important and common Often, composers focus on rhythmic themes leaving melody aside Bruckner: Symphony No 9 – M2 Schubert: Klavierstücke D946 No 3 in C Schubert: Quartet No 14 in D min D810 – M4 Stravinsky: Rite of Spring – Dance of the Adolescents Brahms: Piano Quartet No 3 Op 60 – M2 C) Musical Components (Dimension 1) 20 / 71 Other Types of Themes: E) Harmonic Patterns z z z z Some themes are based on Harmonic patterns These are patterns made up of repeating keys Baila La Bamba Brahms: Symphony No 4 in E min Op 98 M1 z z z Presented by Leonard Bernstein from the Unanswered Question TV Broadcasts Beethoven: Quartet No 8 in E min Op 59/2 – M1 Most minimalist music C) Musical Components (Dimension 1) 21 / 71 2) The Binary Structure of Theme Collections: Sweet Little Sixteen z z z z z Up until the mid-Romantic period, Western melodies were structured to have phrases with multiples of 2 or 4 or 8 sections Usually the themes are organized as Antecedents and Consequents Each Section might have 4, 8, 16 or 32 bars . . . Most pop songs are still structured that way Whether a melody or phrase is based on the binary structure or not, we have become used to question the structure: hence introducing Tension C) Musical Components (Dimension 1) 22 / 71 The 4x4 Syndrome Chuck Berry: Sweet Little Sixteen A Unit of 4 Or: Or: And the 4 Units can be Part of a Larger 4x4 Or: Or: Examples of Binary Structures z Beethoven: Symphony No 9 in D min Op 125 – M4 z z z z We’ve already presented that Mozart: Clarinet Quintet in A K581 – M4 Beethoven: Piano Sonata No 23 in F min Op 57 – M2 Schubert: Impromptu in A flat D935 No 2 C) Musical Components (Dimension 1) 27 / 71 What Happens When we Get Used to or When we Expect Binary Structures? z z z z In these examples, composers work against our expectation to hear 4x4 structures They structure thematic statements in unusual but highly musical ways Schubert: Symphony No 9 in C (The Great) D944 – M1 Mozart: Piano Concert No 24 in C min K491 – M1 / M2 C) Musical Components (Dimension 1) 28 / 71 3) Tempo z z z Tempo = the speed with which you play a piece How many notes per minutes? Composers guide performers by giving a movement or a passage an Italian designation: z z z z z Lento, Andante, Allegro, Presto Some German composers moved away from Italian Not precise: often leading to differing performances To add confusion: these are also used to establish the mood of a passage or a movement Performers often choose their own tempo C) Musical Components (Dimension 1) 29 / 71 Beethoven and the Metronome z The first Metronome was invented by Étienne Loulié (1696) z It was 2 meters high – it did not become popular!! z In 1818, Beethoven proposed the design of the Metronome to Maelzel (1772-1832) The MM markings on a metronome = Maelzel's Metronome >>> Metronome Marking Even then, performers would still choose their own speeds Beethoven started using the MM markings later on in his life Today we have digital metronomes with lots of options z The Schumann Story!! z z z z C) Musical Components (Dimension 1) 30 / 71 4) Meter (Beat) z z z z z z Composers group notes into bars or measures In one section: each bar will have the same number of beats The Meter (Beat) does not change if you play a piece fast or slow: only the Tempo changes A time indicator tells the performer how many beats there are in a section: 4/4 (common time), 3/4 (waltz), 2/4, 6/8, 9/8, etc. Why do composers divide by 2 or 4 or 8? z We will not go into that C) Musical Components (Dimension 1) 31 / 71 Time Signatures usually have a Pattern of Accentuation: different dynamics on each beat 4/4 3/4 5) Rhythm z z z z z z This is the pattern or structure of a set of notes A horse can canter, trot and gallop The choice of points in time where a composer places notes defines the rhythm of the piece Rhythm need not be regular Composers will very often transform rhythmic patterns More examples in the coming presentation C) Musical Components (Dimension 1) 33 / 71 Some Rhythmic Patterns within a Waltz (3/4) C) Musical Components (Dimension 1) 34 / 71 6) Keys, Scales and Harmonic Progressions z z z z z This is a technical subject On top of understanding the technical, one has to recognize these components by ear A detailed presentation is available for downloading from the website of Recto Verso We will often talk about keys and harmonic progressions when presenting transformations A minimal set of definitions will be presented now C) Musical Components (Dimension 1) 35 / 71 The Frequency of a sound wave = The number of air packets (or waves) produced per second = The Pitch of the note produced by the waves One air packet or wave Waves per Second or Frequency 1 second Pitch = 10 waves/sec = 10 Herz Pitch = 15 waves/sec = 15 Herz Pitch = 20 waves/sec = 20 Herz Western Music is made up of 12 and ONLY 12 Notes Octave (12 notes) C C# D Eb E F F# G Ab A Bb B C’ Black Notes on a Piano have a historical significance Other instruments have all the notes but no “black” notes Starting with Middle C on the Piano . . . The Frequency of each note is 1.0594 times the previous note Frequency of C’ = 2 x frequency of C = Octave A Scale is a Subset of the 12 Notes Example: the C Major Scale or Do Majeure Octave (12 notes) C C# D Eb E F F# G Ab A Bb B C’ C major Scale C D E F G A B What are Scales and Keys? z z A Scale = a sequenced collection of notes chosen from within the 12 notes The 1st note of a Scale = its Key = Tonic = Home Key 1) 2) 3) 4) 5) Major Scales Minor Scales (several types) Pentatonic Scales Whole Tone Scales Chromatic Scale C) Musical Components (Dimension 1) 7 notes 7 notes (dif sequences) 5 notes 7 notes (dif than major) 12 notes in sequence 41 / 71 What is an Interval? z z z z z An Interval = the number of notes in a scale between one note and another (inclusive) Examples from the C Major Scale: C – D – E – F – G – A – B – C’ From C to E is a 3rd: because E is the 3rd note From C to F is a 4th: because F is the 4th note From C to G is a 5th: because G is the 5th note C) Musical Components (Dimension 1) 42 / 71 How do we Hear Intervals? Melodic Interval: 2 notes played in sequence Harmonic Interval: 2 notes played together Harmony only means the sound of vertical intervals. Harmonious Music popularly says the music is “pleasant and balanced” whatever that means The 2 Most Critical Intervals in Western Music Split the Octave in Two C Dominant: D E F G A B C’ = G the 5th note above C (Rising) = G the 4th note below C (Falling) Sub-Dominant: = F the 4th note above C (Rising) = F the 5th note below C (Falling) Why is the 5th Note called a Dominant? z z z z z z When we play the 5th interval, there is a strong feeling of “incompleteness” This is the original meaning of Tension in music The Interval pushes us towards Resolution Going back to the Tonic is the Resolution Western music is called Tonal because of the dynamics of Tension and Resolution From mid 1900 onwards, Western Music started becoming Atonal, breaking the dynamics C) Musical Components (Dimension 1) 45 / 71 Common Navigation of Keys: Harmonic Progressions 1–4–1 1–5–1 1–4–5–1 1 – 6m – 5 – 1 1 – 2m – 5 – 1 1 – 3m – 5 – 1 1 – 6m – 2m – 5 – 1 C) Musical Components (Dimension 1) 46 / 71 I – IV – V - I C–F–C C–G–C C–F–G–C C – Am – G – C C – Dm – G – C C – Em – G – C C – Am – Dm – G – C Most Western Melodies, Sections and Movements start with the Tonic (1), meander through related Keys passing by the Dominant (5) and Sub-Dominant (4) Keys on the way back to the Tonic What is a Triad? Octave (12 notes) C C# D Eb E F F# G Ab A Bb B C’ C major Scale C D E F G C major Triad/Chord C E G A B The Importance of Triads (Chords) z z z z z z z z A Triad (Chord) = 3 notes from the 7 notes of a scale They are notes 1, 3 and 5 The 3rd note can be flattened to become a minor 3rd An Arpeggios = notes 1,3,5,1,3,5,1,3,5,1,3,5 When guitarists strum, they are playing triads or chords Triads sound like they are a summary of the scale They are a Contour or a Symbol of the scale Many themes are based on Triads only C) Musical Components (Dimension 1) 49 / 71 What is the Difference between a Bugle and a Trumpet? What is the Difference between Minor and Major? z z z z z z The origin goes back to Greek Scales (out of scope here) Minor and Major do not relate to “importance” Major Scales have a 3rd Interval called the major 3rd C to E = 2 tones = 4 semitones Minor Scales have a smaller 3rd Interval (minor 3rd) C to E flat = 1 tone + 1 semitone = 3 semitones For some unknown reason, minor scales are “melancholic” Switching from minor to major and back is a skillful compositional transformation C) Musical Components (Dimension 1) 51 / 71 Examples of Switching between Major and Minor Keys z z z Beatles: Things we Said Today Mozart: Clarinet Quintet in A K581 – M1 (1:25) Beethoven: Symphony No 5 in C min Op 67 z z The whole symphony is built on C minor Towards the middle of the last movement, LVB switch to the triumphant C major C) Musical Components (Dimension 1) 52 / 71 Why all this Fuss about Keys? z z z z z z Western Music relies heavily on Tonality A section is composed in a specific Home Key The composer meanders around it but returns to it By early 20th century, we have composers such as Debussy, Schonberg and the 2nd Viennese School They used atonal sequences that were not based on Home Keys Much of the genius of Baroque, Classical and Romantic music lies on the manipulation of Keys C) Musical Components (Dimension 1) 53 / 71 7) Melodic Textures The texture of a passage is determined by the way concurrent melodies are related to one another There are 3 types of melodic textures 1) Monophony 2) Homophony 3) Polyphony or Counterpoint (2 types) We will consider rhythmic / instrumental textures separately C) Musical Components (Dimension 1) 54 / 71 7.1) Monophony z z z z z z z This is a simple unaccompanied melody Sometimes accompanied by percussion Monophony started in the Renaissance period due to lack of musical sophistication Later musical periods dropped it for more elaborate textures Bach: Sarabande in Cello Suite No 5 in C min Most renaissance music Much of Arabian music C) Musical Components (Dimension 1) 55 / 71 7.2) Homophony z A work made up of two simultaneous parts z z z z z z z z Part 1: carries the main Melody Part 2: accompanies Part 1 - Triads of the key of the Melody Classical /Romantic periods: performers gained status Homophonic texture increased its popularity Saint-Saens: Clarinet Sonata – M1 Mahler: Ging heut Morgen ubers Feld Lieder: Dudley Moore Parody of Schubert Any pop song (except Good Vibrations) C) Musical Components (Dimension 1) 56 / 71 7.3) Polyphony = Counterpoint z z z z Polyphony is when 2 or more independent melodies are played/sung together We can hear Melodic or Vertical Intervals or Harmony made up of the 2 or more notes played/sung together Polyphony started in late Renaissance and became very common in the Baroque period (fugues / canons) We will talk about fugues (with examples) in the last presentation C) Musical Components (Dimension 1) 57 / 71 Imitative Polyphony z z z Imitative Polyphony: such as Canons and Rounds The Same Melodies / Themes are repeated in the same key They are superposed on earlier sections of the first statement C) Musical Components (Dimension 1) 58 / 71 Non-Imitative Polyphony z z z Different melodies are played or sung at the same time The simultaneous voices are only related vertically or harmonically Although fugues repeat their subjects, at any one time, the subjects are not played together C) Musical Components (Dimension 1) 59 / 71 Examples of Imitative Polyphony z z z z Franck: Violin Sonata in A – M4 Haydn: String Quartet No 61 in D min Op 76 No 2 – M3 Bach: Brandenburg Concerto No 4 in G BWV 1049 – M3 Bach: Brandenburg Concerto No 2 in F BWV 1047 – M3 C) Musical Components (Dimension 1) 60 / 71 Examples of Non-Imitative Polyphony z Brahms: Intermezzo Op 118 No 4 in F min z z z Also has Syncopation (rhythmic transformation) Beethoven: Symphony No 9 in D min Op 125 – M4 3:44 Stravinsky: Symphony of Psalms – M2 z z z z 0:00 Oboe: unaccompanied, monophonic melody 0:25 Flute: same melody. Oboe continues with new material in 2-part imitative counterpoint 0:58 Second Flute: plays in a lower register : 3-part counterpoint 1:20 Second Oboe: enters in middle register very dissonant 4-part counterpoint C) Musical Components (Dimension 1) 61 / 71 LVB Introduces a New Breed: Thematic Structure z z z z z z Beethoven’s Moonlight Sonata is a strange example The repeated figure of 3 notes is in the right hand where we expect the melody to be It seems like one but then turns out to be the accompaniment The bass notes come in 3’s but are not a melody Which Texture is this? Can we talk about a Thematic Texture? C) Musical Components (Dimension 1) 62 / 71 8) Instrumentation and Color Composers use instruments for several purposes Timbre: z z z z This is the specific sound of each instrument They can even ask performers to change the timbre Monophony and Polyphony z z They distribute various melody lines to different instruments C) Musical Components (Dimension 1) 63 / 71 Instrumentation z Renaissance and Early Baroque music: z z z z z Vocal Music was most popular This was the Church’s way of communicating with God Baroque and Classical periods were based on Reason and the philosophy of Enlightenment Their priority: instrumental over vocal music New genres arose with different combinations z Solo works / Sonatas / Trios / Quartets / Quintents / Sextets / Septets / Octets / Nonets C) Musical Components (Dimension 1) 64 / 71 Instrumental Timbre z z z z z Timbre is a physical quality Two violins have different boxes They will sound different Because? Differences in: z Material / Glue / Paint / Construction / Chamber Size C) Musical Components (Dimension 1) 65 / 71 Composers Impose Ways of Playing to Generate Different Timbres z z z z z z Stringed instruments can be muted using stoppers on the strings Pianos use pedals to extend the sound or dampen it The way you blow into a wind instrument affects the quality of the sound Trumpets use mutes to stifle the sound Some orchestras insist on using “period” instruments because their timbre is “authentic” Sometimes, violins are tuned differently to generate new sounds C) Musical Components (Dimension 1) 66 / 71 Color? z z z z z z Musical discussions consider Color as a component To them, instrumental variation = Color Most of them also consider timbre = Color Light sources produce color of different frequencies Instruments produce sound of different frequencies Can we say that instruments have color? C) Musical Components (Dimension 1) 67 / 71 Do we Need this Metaphor? z z z Think of instrumentation as color if you want Others will do - so you should be prepared It is much more beneficial to concentrate on: z z z z The sound that instruments make and Their timbre The Truth: instruments have sound frequencies DEAL WITH IT C) Musical Components (Dimension 1) 68 / 71 Examples: Instrumental Texture/Development z Brahms: Concerto for Violin/Cello in A min Op 102 z z z Mozart: Quintet for Wind and Piano in E flat K452 z z Is the Soloist the Piano? Or is the Piano the Orchestra? Bartok: Concerto for Orchestra – M2 z z Cello opens then Violin merged as an 8 stringed instrument Notice contrast with Wind when Cello changes to Violin Instruments are introduced in pairs playing a second interval Schubert: Piano Trio No 1 in B flat D898 – M2 z z First on Cello then Cello weave above and below the violin Note: ambiguity: the melody is in 4x4x4 – a break from the 16 C) Musical Components (Dimension 1) 69 / 71 9) Dynamics z z z This is an easy component Dynamics measure the “loudness” of a passage or an instrumental part Composers indicate loudness by using terms such as z z z pp, ppp, ff, fff Related to Dynamics are transformations that raise (crescendo) or lower (diminuendo) the dynamics I will point out examples later C) Musical Components (Dimension 1) 70 / 71 Happy Listening End of C