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How to Understand a Harmonic Progression in Fewer than Hearings: Extending and Implementing the Guide-Tone Method Using the “Do-Ti Test”

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This is the slideshow that accompanied my talk at the Musical Ear Conference held at Indiana University on September 26, 2009.

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Page 1: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

How to Understand a Harmonic Progression in Fewer than

Hearings:

Extending and Implementing the Guide-Tone Method Using

the “Do-Ti Test”

Page 2: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

• Multiple modes of hearing produce a convergence of evidence

• Productive methods interact with one another

• Do-Ti Test is not a replacement but rather a supplement to existing methods

• Do-Ti Test is designed primarily for first-year students

• Do-Ti Test assumes the use of moveable-Do

Methodological Assumptions

Page 3: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Integrated Model of Harmonic Dictation Techniques

Page 4: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

How students see the face:

Page 5: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Beethoven Piano Sonata Op. 13, mvt. 2, Adagio cantabile, mm. 9–11

What students hear:

What (some) students notate:

Page 6: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Beethoven Piano Sonata Op. 13, mvt. 2, Adagio cantabile, mm. 9–11

What students hear:

What students often notate:

Page 7: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

How might students pull the pieces together?

Page 8: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

How might students pull the pieces together?

Page 9: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 10: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Active vs. Passive Focus

• Active focus refers to the listening techniques that one actively sustains in the inner ear.a) counting beatsb) Do-Ti Test

• Passive focus refers to the disengaged awareness of what one is hearing.a) noticing the durations that occur within each

beatb) noticing whether chords are Do- or Ti-chords

Page 11: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 12: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 13: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Haydn Cello Concerto in C Major, mvt. 3, Allegro molto, mm. 201–205

Do/Ti:

Quality:

RNFB:

BassLine:

PhraseFunction:

Page 14: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 15: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 16: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Mozart Symphony No. 36 in C Major, K. 545, mvt. 1, Adagio - Allegro spiritoso, mm. 95–101

Do/Ti:

Quality:

RNFB:

Bass Line:

PhraseFunction:

Page 17: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 18: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 19: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Diatonic Seventh Chords

Do Chords Ti Chords Do+Ti Chord

IV7 V7 I7

ii7 vii07

vi7 iii7

Do Chords Ti Chords Te Chords Do+Te Chord

iv7 V7 III7 i7

iio7 vii07 VII7

VI7 v7

Major Keys:

Minor Keys:

Page 20: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Major-Key Secondary Dominants

V(7)/V Do forms a dissonant seventh/tritone; must resolve down

Do Ti

V(7)/IV Do+Te; Do is root of dominant-functioning harmony

Do Do

V(7)/ii Di(!); Di is LT to Re Di Re (Do)

V(7)/iii Ti; Ti is root and usually resolves (by leap) to a Ti chord

Ti Ti

V(7)/vi Ti; Ti is fifth and usually resolves (by step) to a Do chord

Ti Do

Prerequisite skills:1. Ability to hear the presence of an applied leading tone2. Ability to hear the quality/function of the applied

chord (D7, not LT7)

Page 21: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Minor-Key Secondary Leading-Tone Chords

viio(7)/V Do forms a dissonant tritone; usually resolves down

viio(7)/iv Ra+Te; Ra is the seventh; usually resolves down

viio(7)/III De (enharmonic eq. to Ti) is seventh; usually resolves down to Te

viio(7)/VI Ra+Te; Ra is the fifth; usually resolves down

viio(7)/VII Do (functions as La in relative major or Re in the subtonic area)

Prerequisite skills:1. Ability to hear the presence of an applied leading tone2. Ability to hear the quality/function of the applied

chord (LT7, not D7)

Helpful to remember:1. Only three aurally distinguishable fully-dim. sevenths2. Thus, final analysis depends upon real (or expected) resolution3. Provisional analysis is encouraged, such that:

a) any o7 chord with Ti is assumed to be a diatonic viio7

b) any secondary o7 chord with Do is assumed to be a viio7/V.

Page 22: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Chopin Nocturne in Eb Major, Op. 9 no. 2, mm. 1–4

Do/Ti:

Quality:

RNFB:

BassLine:

PhraseFunction:

Page 23: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 24: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Modulations to Closely-Related Keys

Page 25: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Enharmonic Modulations

“Abandon hope all ye who enter here…”

Page 26: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Haydn String Quartet, Op. 76 no. 6, mvt. 2, Fantasia (Adagio), mm. 31-39

Do/Ti:

Quality:

RNFB:

BassLine:

PhraseFunction:

Page 27: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 28: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Do-Ti Patterns

• Harmonic idioms as Do-Ti building blocks

• Sequences and their Do-Ti patterns • Do-Ti building blocks in conjunction

with metric structure Do–Ti–Do (on strong beat) usually Tonic

expanding Ti–Do–Ti (on strong beat) usually Dominant

expanding

Page 29: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Beethoven Symphony No. 5, Op. 67, mvt. 4, Allegro, mm. 1–26

I:

II:

III:

IV:

I:

II:

III:

IV:

Level:

Page 30: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"
Page 31: How to Understand a Harmonic Progression in Fewer than 10 Hearings: Extending and Implementing the Guide-tone Method using the "Do-Ti Test"

Benefits of the Do-Ti Test

1. “Triangulates” other methods2. A clear, practical model for thinking

and hearing3. Critical distinctions placed at the

beginning of the hearing process4. Trains the ear to listen horizontally5. Promotes active listening