Grieg: “ Bell Ringing”, from Lyric Pieces Book 5, Op. Now listen to this extract from a piano piece by Edvard Grieg: This is typical of the style: the parts are independent melodically but held together by the same chord progression. Here Bach avoids parallel fifths and parallel octaves to establish 4 independent parts. These 4 bars by Bach clearly consist of four distinct voices. ![]() The first one is from a chorale by Bach: Bach: Gottes Sohn ist kommen ![]() Let’s compare these two extracts for an even better illustration. This is why, in this context, parallel fifths are bad. In this style, known as the Common Practice Period, parallel fifths and octaves tend to leave a blank space, or a gap, in the musical texture (the overall sound) as if a voice has disappeared. This spoils the independence of the musical parts that we’re aiming for in the study of 4-part writing and voice leading. What it does mean is that because of their open consonance quality, parallel perfect fifths and octaves don’t sound like separate, individual voices. Music works well with ups and downs and contrasts so we really need both! Now this doesn’t mean that consonant intervals are better than dissonant ones or that we should avoid dissonance because it means tension. The perfect octave is so consonant that the 2 notes pretty much blend into one sound and it produces no tension whatsoever.Ĭomparing the sound of a perfect octave to that of a minor seventh. The minor 7th is a dissonant interval, which means that it carries some level of tension. ![]() The notes that make up the perfect fifth blend effortlessly into one sound, while the interval of the major 2nd don’t:Ĭomparing the sound of a perfect fifth to that of a major secondĪnd in the same way, let’s compare a perfect octave (also an open consonance) with the interval of a minor 7th. Instead, let’s compare some intervals and listen to this for ourselves.Ĭompare the sound of a perfect fifth to, for example, a major 2nd and you’ll see what I mean. While there are fascinating psychoacoustic reasons for this, we don’t really need to get into the science here. This means that these notes go so well together they almost melt into one sound. The intervals of the perfect fifth and the perfect octave produce what’s known as open consonances (or perfect consonances). They occur when any two voices move together in perfect octaves. So as the examples show, parallel fifths (or consecutive fifths) occur when any two voices move together in perfect fifths. An example of parallel fifths between bass and tenor in 4-part harmony The consecutive fifths this time are between the bass and tenor voices. In other words, the soprano and the bass move in parallel perfect fifths, also known as consecutive fifths. Here is another example with the same progression. In the second chord, the interval between the bass (playing the note F) and the soprano (playing the note C) is also of a perfect fifth. In the first chord above, the interval between the bass (playing the note C) and the soprano (playing the note G) is of a perfect fifth. The progression is tonic to subdominant in the key of C major: that’s the progression from the chord of C major to the chord of F major arranged for 4 parts: An example of parallel fifths in the outer voices of 4-part harmony: C – G to F – C Look at the example below written for 4 voices: Soprano (S), Alto (A), Tenor (T) and Bass (B). In this type of music and theory exercises, parallel fifths can be hidden inside several notes. Where it gets a little tricker is when we write for 4 parts (or 4 ‘voices’) as we do when we study harmony and voice leading. These are parallel fifths: An example of parallel fifths: G – D to F – C to E – B An example of parallel fifths: C – G to E – BĪnd here, the perfect fifth G – D moves down a step to another perfect fifth: F – C and then another step further to another perfect fifth: E – B. (Notice that when we speak about intervals, we always begin from the lower note). Here, for example, the perfect fifth C – G moves up to another perfect fifth: E – B. Parallel fifths (also known as consecutive perfect fifths) occur when an interval of the perfect fifth moves to another perfect fifth. ![]()
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