By
Luis Torres Zuleta
© Canticum
Novum
Bogota, Colombia2003
The second stage of the rhythmic
synthesis consists on the formation of groups. The groups are
formed with base in compound times. The compound times are groups
of two or three simple times, starting from the marked sounds
with a vertical episemata; they receive the name of binary or
ternary, respectively. They are equal to tempo of 2/8 and 3/8
in modern notation (1)
|
|
binary
compound time |
ternary
compound time |
Each one of these compound
times, in their entirety, can be arsis or thesis of a rhythm.
To determine what compound
times are arsic and what compound times are thetic, the factor
that have most influence is the melodic ascent or descent. This
way, the upward melodic turns are prone towards an impulse character,
while the descending melodic turns have character of rest.
Examples of arsic compound
times :
There are compound times that arrive for descent,
but that are arsic due to the later ascent:
|
The
third compound time, although begins with a descent of
second, goes to ascend a third immediately. |
|
The
first compound time, although begins with a descent of
second, goes to ascend toward a fifth. |
|
The
third compound time, although begins with a descent of
third, goes to ascend a fourth immediately. |
|
The
arsic compound time arrives with descent of third to ascend
toward a fifth. |
|
The
arsic compound time arrives with descent of second to
ascend a fifth immediately. |
In spite of not beginning with melodic ascent,
an arsic compound time can be given due to the intention of standing
out some special nuance:
|
To stand out the
sound lengthened by horizontal episemata. |
|
To stand out the
sound lengthened by horizontal episemata. |
The reproductions of melodic turns (that are
always insistences and non echoes) are to be considered very well
as arsis:
The repercussions that are going to approach
to a higher sound are of arsic tendency.
Examples of thetic compound times:
The long ends of words, although in a melodic
ascent, are of thetic tendency:
There are compound times that arrive with sound
in ascent, but that are thesis due to the later descent:
There are occasions in what the repercussions
that are solved in a descent way are well considered as thesis:
The repercussions that appear after higher
melodic turns are of thetic tendency:
Indifferent compound
times:
If the compound times are
succeeded by sounds that are to the same height, they are indifferent,
as for their character. However it shall be the text the one that
motivates a definition, with base in the natural rhythm of the
words.
Notice:
The Latin words have a natural rhythm, by means of which the united
syllables, of two in two, starting from the thetic syllables,
form unions with arsic character that have as thesis the final
syllable of the word.
Paroxytonic
accented words |
Proparoxytonic
accented words |
|
|
(2)
|
The
arsis and the thesis are defined by the natural rhythm
of the proparoxytonic accented tri syllabic word. |
|
The
arsis and the theses are adjusted to the natural rhythm
of the tri syllabic proparoxytonic accented words and
exasyllabic word of the text. |
|
The
arsis and thesis pointed out here are adjusted to the
natural rhythm of the tri syllabic paroxytonic accented
word. |
There are indifferent times by their self that
take also their characterization with base in the rhythm of the
words.
These compound times would be thetic if, instead
of being in the accented syllable, they are in a final syllable
of the word, as it happens in the following example:
(3)
Observation:
Although, the factor that conditions more the character of the
compound times is the melodic ascent or descent, what above all
should be looked for is the sense of impulse or rest in
each moment; this gives some space for personal appreciation.
In the following examples there are arsis and thesis that contradict
the melodic ascents and descents.
Group:
The group is formed by an arsic compound time
and by a thetic compound time:
|
Two
binary compound times. |
|
One binary compound
time and one ternary. |
|
One ternary compound
time and one binary. |
|
Two ternary compound
times. |
Extended Group
When a group is formed by more than one compound time, either
as arsis either as thesis, it is called an extended group:
|
One
compound time as arsis and two as thesis. |
|
One
compound time as arsis and two as thesis. |
|
Two
compound times as arsis and one as thesis. |
|
Two
compound times as arsis and one as thesis. |
|
Two
compound times as arsis and two as thesis. |
|
Three
compound times as arsis and two as thesis. |
|
One
compound time as arsis and three as thesis. |
When the piece begins with a thetic
compound time, there is total elision of the compound arsic time
of the rhythm; this is enough to consider it as a binary one:
When the piece begins with a simple time,
there is a partial elision of the initial arsic compound time,
that is to say of only one simple time:
When a partial elision occurs, the elided and
the initial times of the piece always form an arsic compound time,
because of the natural lack of rhythmic weight of the initial sound.
(4)
The great dividing bar can be part of an arsic compound time:
The great dividing bar can be part of a
thetic compound time:
Small, medium and even the biggest
dividing bars can be located among the sounds of a compound time:
When in a succession of paroxytonic accented
words, the rhythmic weight relapses in the accented syllables,
the compound times form rhythmic relationships:
The groups and extended groups are succeeded
in multiple combinations. The appearance of an arsic compound
time after a thetic one means the beginning of a new group:
_________________
(1)
Jachino, Carlo. Ritmo musical, Enciclopedia italiana, Vol.
XXIX, pág. 460, Nº 12.
Riemann,
Hugo. Composición musical, primera parte, cap. I,
pág. 29.
(2) Martínez Soques, Fernando.
Método de canto gregoriano. Cap. XIV, pág 147
y ss. Ed. Pedagógica, Barcelona, 1943.
(3) Martínez Soques, F. Op.
cit. cap. IV, Nº 38, pag. 46
(4) Riemann, Hugo. Composición
musical, Cap. III, págs. 138 y ss. Ed. Labor S.a., Barcelona,
1929
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Bogotá, Colombia 2003
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