Time patterns (smooth time)

The folĀ­lowĀ­ing is a simĀ­ple gramĀ­mar illusĀ­tratĀ­ing the use of time patĀ­terns in smooth time. Whereas striĀ­atĀ­ed time is filled with (regĀ­uĀ­lar or irregĀ­uĀ­lar) pulsĀ­es, smooth time does not involve counting.

_mm(120.0000) _smooth

GRAM#1[1] S --> {10 , t1 t2 , Part1 Part2}
GRAM#1[2] Part1 --> {t1 t3 t4 , C4 D4 E4 F4 - A4}
GRAM#1[3] Part2 --> {t3 t1 , B4 C5 _ E5}

TIMEPATTERNS:
t1 = 1/1  t2 = 3/2   t3 = 4/3  t4  = 1/2

In this gramĀ­mar, "t1", "t2" etc. are the time patĀ­terns arranged in such a way that they define a strucĀ­ture of (irregĀ­uĀ­lar) "beats" on which notes "C4", "D4" etc. will be located.

The final arrangeĀ­ment is as follows:

{10, t1 t2, {t1 t3 t4, C4 D4 E4 F4 - A4} {t3 t1, B4 C5 _ E5}}

A sequence of simĀ­ple notes ā€˜C4’, ā€˜D4’,…, arranged against a latĀ­tice of time-objects ā€˜t1’, ā€˜t2’,…, resultĀ­ing in an irregĀ­uĀ­lar "beat" strucĀ­ture in smooth time.

Time flexĀ­iĀ­bilĀ­iĀ­ty in Bol Processor is not the effect of arbiĀ­trary numerĀ­iĀ­cal funcĀ­tions.  This flexĀ­iĀ­bilĀ­iĀ­ty stems from a time strucĀ­ture — Xenakis’ (1963) strucĀ­ture temĀ­porelle — that is deeply interĀ­woĀ­ven with the synĀ­tacĀ­tic descripĀ­tion of music.

If striĀ­atĀ­ed time is selectĀ­ed, the same strucĀ­ture will be disĀ­played as shown below:

The same sequence of notes in striĀ­atĀ­ed time. In this case,
time-objects ā€˜t1’, ā€˜t2’, etc., have null durations.

Some time patĀ­terns were used in AndrĆ©ine Bel's choreĀ­oĀ­graphĀ­ic work: Shapes in Rhythm.

Reference

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