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(1)

Nicholas Peters

(student ID: 0622483)

Cautious Interference

For a Quartet of Strings (2006/7)

(2)

Cautious Interference

A composition as part of a portfolio submitted for the degree of Doctor of Philosophy

By

Nicholas Rayfield Peters

School of Arts, Brunel University September 2009

(3)

Performance Notes

Duration: c.24minutes

N normale, arco or pizzicato on the normal position of the strings s.t. sul tasto, on the fingerboard

s.p. sul pont, very near the bridge vib. vibrato

non vib. no vibrato

Flick bridge, flick your finger so that your fingernail strikes the side of the bridge making a knocking sound

A diamond notehead indicates a pitch that should be played using flautando bowing, producing a hollow and airy sound.

A black oval notehead indicates normal sounding pitches played in the conventional manner.

A triangular notehead (with a flat side as its base) indicates a deformed tone produced by increased bow pressure. This is combined with degrees of pressure outlined below:

H High pressure (no pitch should sound, just bow pressure)

M Medium pressure (pitch and increased bow pressure should sound equally)

L Low pressure (pitch should be the prominent sound, with a slight hint of increased bow pressure)

Continuous transition (from one state to another)

 

 

 

 

 

(4)

Below is the ascending scale in eighth tone steps from G natural to B quarter flat. These are the only pitches used in the entire piece.

From page 1 – 31 the parts do not need to be co-ordinated vertically, the score is presented in its current form to illustrate the approximate vertical relationships between the parts. Instead, the priority in this section is that of the independent structure of durations for each part. At page 31 the performer that reaches the end of this section first should signal for the other performers to stop (regardless of where they are in their individual parts). After the 1 minute 36 second silence, the parts should be vertically co-ordinated for the remainder of the piece, as they share the same structure of durations.

Nicholas Peters, January 2007

Programme Text

Cautious Interference can be performed in any combination of Violin, Viola and Violoncello.

Additionally the piece is equally suitable for a soloist, with the other three parts multi-tracked onto a cd for simultaneous playback in performance. A small pitch range, utilising an eighth tone scale, combined with fixed block durations are explored throughout. Four independent parts are

employed for the majority of the piece so that they appear to retread the same path as one another, yet in their own time and way.

               

(5)

q = 86 rigorosamente

©Nicholas Peters 2006

Cautious Interference

Nicholas Peters

[Aa]

[Bb]

[Cc]

[Dd]



sfffz H



mp non vib.N



  

 

   

 

        

4:3e



sfffz

pizz.

 

mp non vib.

arco

 

s.t.

   

mf

 

[Flick Bridge]

mf 

con sord.

non vib.

arco

mp

s.p.

4:3q

3:2q

3:2q

 

 

f arco

L

     

  

[Aa]

[Bb]

[Cc]

[Dd]

     7:5e

 

 

   

    

    

      

3:2e 5:3e 7:5e

   

mp

4:3q

 

   



3:2e

      

(6)

[Aa]

[Bb]

[Cc]

[Dd]

    4:3e

      

   

 

  

  4:3e

 

  

mf

     



 

sim.

3:2e



      

  

     



[Aa]

[Bb]

[Cc]

[Dd]

 

        

 3:2e

   

 

   

 

3:2e 7:5e



p

 

sfffz pizz.



 arco

p

 

s.t.

  





3:2e

  



    

[Aa]

[Bb]

[Cc]

[Dd]

    



      

   

 

    

  

5:3e

      



4:3q

3:2q

     

              

2

(7)

[Aa]

[Bb]

[Cc]

[Dd]

e

   

 

 

e

    

    

   

      

4:3 5:3



mp

  

sfffz pizz.

 

arco

pp

s.t.





 

    

 

     



[Aa]

[Bb]

[Cc]

[Dd]

  e

  4:3 e

   5:3

 

  e 

sfffz H

    

mp N

  e

 

e

 3:2



4:3 4:3



p 





mf 

mp

3:2q

   





[Aa]

[Bb]

[Cc]

[Dd]

 

e

 3:2

   e

   5:3

     



   

 

 

  

     



 mf



4:3q



3:2q

 

      



     

(8)

[Aa]

[Bb]

[Cc]

[Dd]



e

         e

   5:3

 e

    

   

  

 

4:3 5:3

  

sfffz pizz.

 

arco

mf

s.t.

  mp

 

  

            

[Aa]

[Bb]

[Cc]

[Dd]

 

e

    7:5 e

  

  e

    

  e

     9:7

    



3:2 5:4

    

pp

   

  

 



3:2e





   

       

[Aa]

[Bb]

[Cc]

[Dd]

 

e

  4:3

 

   

  

e

    7:5

 

      

  

sfffz

pizz.



arco

p

s.t.

   



4:3q

3:2q

 

 



     



      



4

(9)

[Aa]

[Bb]

[Cc]

[Dd]

e

          e

  4:3 e

   

 

          e

 

5:3 4:3 7:5



mp

  

 

sfffz pizz.



  arco

mf

s.t.



    

    

       

[Flick Bridge]

mf 

con sord.

arco

mf

4:3q

[Aa]

[Bb]

[Cc]

[Dd]

  

sfffz H

   

mp

N e



   e

    

 

5:3 5:3



p



mp



 

 

mf

mp

p

3:2q

f

mp

3:2q

 



[Aa]

[Bb]

[Cc]

[Dd]

   e



   e

 3:2 e

  4:3

 e

    

 

  e

  4:3

 



5:3 5:3

  

sfffz pizz.

 arco

mp

 

s.t.

   

mf





3:2e

  

3:2q

 

3:2e

pp

 

4:3q

mp

 

 



sim.

 

pp



3:2e

(10)

[Aa]

[Bb]

[Cc]

[Dd]

   

    

   



 

e

  

e

      

 

3:2 7:5

 

mp



sfffz

pizz.

  arco

mf

 

s.t.

  

p

 

sfffz pizz.







4:3e

 

 

3:2q



ppp

     3:2emp  p

ppp



 

[Aa]

[Bb]

[Cc]

[Dd]

e



      

  e

    

   e



    7:5 e

    

  e

   

5:3 4:3 3:2 7:5

 

arco

mf

s.t.

f

 

mf arco



s.p.

p

mf



p mf

  

p

mf

p

   

 

 

3:2e

 mf 

pp

f

mf

3:2e

[Aa]

[Bb]

[Cc]

[Dd]

  e



3:2

  e

 3:2

  e

  4:3 e

 

 



 

      

  

7:5

 

ff L

mp N



pp

    

ff L

 

mf N



   







 

mf  

4:3q

mf

3:2q

 mp

mf

pp 

p 

6

(11)

[Aa]

[Bb]

[Cc]

[Dd]











e

   

9:7





ppp

mf

p mf

  

ff L



mf N



mp 3:2q



3:2e



 

ppp

[Aa]

[Bb]

[Cc]

[Dd]



sfffz H



N

mp 

     

e

     e

     

  

4:3 4:3

p

 

mf

  

ppp

mf  

mf







 





ff 

mp



 

mf 

[Aa]

[Bb]

[Cc]

[Dd]



e

    e

 3:2

  e

  5:3

      e

   6:5 e

   

  

4:3 4:3

ppp

 

mf

 

pp

mf

  pp

mf



pp

mf

  

ff L





  

3:2e

mf p

3:2q

mp



pp

4:3q



mp

pp

(12)

[Aa]

[Bb]

[Cc]

[Dd]

e

         

  e

    

e

  

 

    

 

 

7:5 5:3 4:3

mp N



 

ppp

mf



pp

mf

   

pp

mf

   

pp

mf

 

pp

mf





 

3:2q

     

 

3:2q

 mp

mf   

mp



3:2q

mf

3:2e

[Aa]

[Bb]

[Cc]

[Dd]

 

e

    

  

 

   

 

   

  

e

    

3:2 5:3

ppp

  

mf



ppp mf

   

ppp ff

L

  

 

mf 

mp

  

3:2e



  mp 

  

mf

  

[Aa]

[Bb]

[Cc]

[Dd]

 

  e

        

sfffz H



N

mp  e

  

 

9:7

  

7:5

  N

p

   

f L

N



ppp



mf



 

     



3:2e



p

3:2e



ppp

mp

mf

4:3q



8

(13)

[Aa]

[Bb]

[Cc]

[Dd]

e

  

e

   

 

e

  

e

        e

 

4:3

    

   

3:2 7:5 3:2 6:5

ff L



N

p

   

mf  

mf



pp mf

p

  

 mf

pp

     

mp

3:2q

mf 

mp

mf

mp



 pp

[Aa]

[Bb]

[Cc]

[Dd]

  e

         e

  4:3

    

e

  e

  4:3

 

    

7:5 5:3

mf

 pp

  

ff L

mp N

f L

 

mf N



pp mf

   

mp

mf  

mp

3:2e

   

 

mp

pp  

 

mf 

mf

mp



[Aa]

[Bb]

[Cc]

[Dd]

    

  e

    

  e

     

    

e

   

5:3 7:5 4:3

    

mf



p

mf

p





ff L

mf N



p mp

  

pp



 

  

mf 

mp

mf



mp

3:2e

p



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