Theory Practice of Musical Form
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JC-NRLF
T
II
E
THEORY AND PRACTICE OF
MUSICAL FORM: OX THE BASIS OF
LtJDWIG BtfSSLER'S MUSI KALI SC HE FORMENLEHRE."
FOR INSTRUCTION IN COMPOSITION BOTH
IN
PRIVATE AND IN CLASSES.
BY J.
H.
G.
CORNELL.
NEW YORK SCHIEMER. 1908
MUG!
Copyright,
1883,
by Q. Schirmeb.
6104
BERKELEY MUSIC LIBRARY UNIVERSITY OF CALIFORNIA
Electrotyped by Smith
& McDouqal,
8a
Beekman
Street,
New
York.
AT 110
PREFACE. FORM,
may
in art,
be comprehensively defined as the extern*,
shape and order in which artistic conceptions are presented, other words, as
—in
outward expression of the subject-matter or
the
many forms as art-works, although numbers of these individual forms may and Now, the summary actually do agree in certain essential features. of the principal features in which a number of art-works agree, is import of the art-work.
Accordingly, there
may
be as
called Art-form.
The
necessity of form to the special art of music
immediately obvious as in the case of the other arts
is,
;
perhaps, not so
yet
it is
certain
that without an adherence to the laws of form a coherent, intelligible
musical composition
is
as inconceivable as
—for example— a A
sculpture, or a building, without plan or design. (if
indeed music
it
chaos.
music
should be called) without a determinate tonality
or key-relationship, without harmonic,
symmetry— in
picture, a
piece of
a word, without form,
Hence the absolute
—
melodic, rhythmic order and is
nothing
else
than a tonal
necessity to the would-be musical
poser of the study of the laws of musical form,
—a
necessity
comfrom
not even the possession of genius, can dispense
which no natural gifts, " Form,'" says Eckermaxx (Beitrage zur Poesie) him.
—
sult of the efforts,
through thousands
of years, of the
—"
is
the re-
most excellent
masters, which every one cannot too soon appropriate to himself.
It
— PREFACE.
4
were a most insane delusion of misconceived originality,
if
each one
were to go about on his own account} fumbling for that which
Form
ready on hand in great perfection. imitated, otherwise progress in art
is
would be out
every one would have to begin anew,"
is
of the question,
And Goethe,
etc., etc.
speak-
ing of the strict requirements of the laws of art-form, says that
" precisely genius, natural
al-
handed down, learned,
talent, that is the first to
and that pays them the readiest obedience."
it is
understand them,
The study
of musical
form, however, of course presupposes the knowledge of the laws of
Harmony and
Counterpoint, as an indispensable preliminary condition;
which knowledge, accordingly,
work assumed
in this
is
as part of the
student's equipment.
In view of the fact that the means or organs by which musical tones are produced are either natural (the (musical instruments), music
instrumental
To one
;
or, 3.
is
mixed —
either e.,
i.
human
voice), or artificial
purely vocal
1.
at once vocal
;
or, 2.
purely
and instrumental.
or the other of these three grand divisions of musical forms
every musical composition must be assigned.
Further, each one of
these form-genera, as embracing compositions having either but a single movement, or
many
movements,
accordingly, either simple,
is,
or composite (cyclical). its
various species,
solo voice:
Eecitative, Air,
Again, each one of the three form-genera has as follow.
Arioso,
— A.
Vocal Forms.
Arietta,
Song, Scena,
etc.
Ballad, Canzone,
—
(b)
For
Quartet, Quintet, Sextet,
without
solo)
:
—
(a) For a
Canzonetta, Cavatina, Eomance,
several solo voices: Duet, Terzet (Trio),
etc.
— (c)
For chorus a cappella (with or
Chorus, Mass, Psalm, Madrigal, Motet, Glee,
B. Instrumental Forms, rious Dances and Marches
;
(a) In one
movement (simple)
:
etc.
the va-
Pianoforte pieces, such as Etude, Song
without words, Fantasia, Nocturne, etc; Orchestral Overture (Operaoverture, clical):
Concert-overture), etc.
Duo, Trio, Quatuor,
Serenata, Sonata,
Symphony,
mental Forms,
(a)
The
— (b)
Sextet, etc.
With many movements (Cy-
Septuor, etc.;
—C
Concerto, Suite,
Mixed Vocal and Instru-
various choral compositions with organ or
orchestral accompaniment, viz.
:
Mass, Litany.
Te Deum laudamus,
PBEFACE. Stabat
Mater,
retta,
Anthem, Hymn,
Service,
Oratorio, Passion, etc.
5
— (b)
Psalm,
Represented on the Stage:
Cantata,
Opera, Ope-
Melodrama, Vaudeville, etc
The forms
chiefly treated of in this book, as constituting the basis
compositions of IIayhn,
the greater part of the instrumental
of
Choral.
Mozart, Beethoven,
mann,
Weber, Schubert, Mendelssohn,
INSTRUMENTAL MUSIC.
Here music
(such as are imposed by the
cording to the laws of
—
is
great,
nature.
—
especially
and easy
Tbe present book is
is
text, etc.,
own
its
however, on vocal music
composers
><
nt-
and of most living composers, are called the forms of
etc..
free
from external restraints
in vocal
The
music), and rules ac-
influence of tbese forms, of
that
the
above-mentioned
of demonstration.
substantially a translation of
• Musikalische Formenlehre," a work
much
clearness and thoroughness, to which, in
have made considerable additions.
its
to be
Ludwig BusSLKR'a
recommended
for its
present English dress, I
Within the
last
few years
much
has undeniably been done in our country (thanks to the greater number
and conscientious teachers)
of thorough
solid musical education
;
the subject of musical form
more
in the direction of a
and among other
results, the
importance of
beginning to be appreciated, not only
is
by the professional student of music but also by the rapidly increasing class of
advanced amateurs desirous of an
The
masterpieces of composition.
intelligent
enjoyment
of the
present addition to the meagre ver-
nacular literature of the subject will therefore, as I hope and believe,
be welcomed by
The aim and
its
plan
all
of the is
interested in the cause of this beautiful art.
work
is,
in
one word, to teach musical construction,
perfectly simple.
smallest of the elementary ones,
emplified
;
the student
in the given form.
compositions
is
Each form, beginning with the very is
clearly explained
As repeatedly
— those of
and copiously ex-
then required to originate a musical thought
small extent
stated in the Exercises, the
— are to
ing the succeeding ones, of larger form
:
first
be utilized for constructthis
will facilitate class-
instruction in musical form, as but few pnpils are able to continually
furnish
and
new material
careless.
for these Exercises without
becoming
superficial
6
PREFACE.
For valuable matter gathered for this book from Grove's Dictionary, Stainer's "Composition," Arrey von Dojjher's " Musika-
Dr.
lisches Lexicon," F. J.
Widmann's
Kuxkel's
" Melodiebildungslehre,"
Herrmann Kuster's acknowledge my obligation?.
« Formenlehre,"
trage," etc., I hereby
J.
New
York, January,
1883.
H.
Benedict
" Populare Vor-
CORNELL.
CONTENTS. FIRST PART. THE ELEMENTS OF MUSICAL FORM. FIRST
DIVISION.
THE SECTION AND PHRASE. CHAPTER
I.— (Introductory.) PAGE 15
Meter and Rhythm
CHAPTER The
II.
Section
18
First Exercise
21
CHAPTER
III.
—
Double Section. Phrase Second Exercise
22
24
SECOND DIVISION.
THE PERIOD. CHAPTER
IV.
Simple, eight measure Period
27
Form
28
First
Third Exercise Second Form Third Exercise
(1)
29 30
(2)
30
Third Form Third Exercise
(3)
32
Fourth Form Third Exercise
(4)
31
32
34
CONTENTS.
8
CHAPTER
V. PAGE 34
Exceptional Period-forms Four-measure Periods
34
Periods of various unsymmetrical Construction Periods of three Phrases
35-36
37
THIRD DIVISION.
THE SMALL PRIMARY FORMS. CHAPTER
VI.
The small two-part Primary Form First Form
39 39 41
Fourth Exercise (1) Second Form (1) in Major Fourth Exercise (2) Second Form (2) in Minor Fourth Exercise (3) Third Form Fourth Exercise (4)
42-
42 45 47 48 50
CHAPTER The
(1)
50 50
Independent
Fifth Exercise (2)
As Part
(3)
51
(1)
52
of a Period
Fifth Exercise
53 53 55
(2)
Double Phrase
Fifth Exercise
(3)
CHAPTER The
VII.
— eight-measure— Phrase
large
VIII.
large (three-part) Period
•
CHAPTER The small
three-part
IX.
Primary Form
57 58
Sixth Exercise
FOURTH
55
DIVISION.
THE LARGE PRIMARY FORMS, CHAPTER The
large two part Primary
Seventh Exercise
Form
X. 62 63
CONTENTS.
CHAPTER The
large three-part Primary
9
XI.
PAGE 03
Form
Eighth Exercise
05
FIFTH DIVISION.
LICENSES OF CONSTRUCTION. CHAPTER
XII.
Extension
Of the small two-part Primary Form Ninth Exercise (1) (b Of the small three-part Primary Fonn Ninth Exercise (2) C Of the large two-part Primary Form Ninth Exercise (3) (d) Of the large three part Primary Form Ninth Exercise (4) (a)
i
i
CHAPTER
65 65 67 67 69
69 70 70 73
XIII.
Abbreviation
73
Of the large three-part Primary Form Tenth Exercise (1) (b) Of the small three-part Primary Form Tenth Exercise (2) (a)
CHAPTER
73 74
75 76
XIV.
Coincidence of the Final and the Initial Measure (Overlapping)
76
CHAPTER XV. Irregular Groupings of Measures
CHAPTER
78
XVI.
Licenses of Modulation
Eleventh Exercise
81
82 83
(1)
(2)
SIXTH DIVISION.
THE MOTIVE, AND ITS DEVELOPMENT. CHAPTER Nature of the Motive
XVII. 83
CONTENTS.
10
CHAPTER
XVIII. PAGB
Development of the Motive (a)
86
Repetition
86
Twelfth Exercise
88
(1)
(b) Alteration of Intervals
Twelfth Exercise (2) (C) Rhythmic Diminution ami Augmentation Twelfth Exercise (3)
CHAPTER Development of the Motive (d.)
89
90
XIX.
—(Continued)
91
Inversion
91
Thirteenth Exercise (e)
88 89
94 94
Contrapuntal Treatment
CHAPTER XX. Development of the Motive
—(Concluded)
96 96
(f ) Variation
Fourteenth Exercise (g)
97
(1)
Dismemberment and Enlargement
Fourteenth Exercise (h) The Passage Fourteenth Exercise
97 100
(2)
100 102
(3)
SECOND PART. APPLICATIONS OF THE PRIMARY FORM.
FIRST
DIVISION.
COMPOSITE PRIMARY FORM. CHAPTER The Theme with Variations.— The Study
(Etude)
CHAPTER The Dance-forms
proper
Fifteenth Exercise
XXI. 103
XXII. 105 108
CONTENTS.
CHAPTER
11
XXIII. PAGE 110
The March forms Sixteenth Exercise
121
CHAPTER XXIV. Idealized Dance-forms
121
Seventeenth Exercise
1
29
CHAPTER XXV. Special
Forms
130
Eighteenth Exercise
(1)
130
(2)
132
SECOND DIVISION.
THE LOWER RONDO-FORMS. CHAPTER XXVI. The Rondo form,
in General
133
CHAPTER The Rondo
of the First
XXVII.
Form
134
Nineteenth Exercise
136
CHAPTER The Rondo
of the Second
Twentieth Exercise.
XXVIII.
Form
140 143
„
CHAPTER XXIX. The Rondo
of the Third
Form
143
_
Twenty-first Exercise
147
CHAPTER XXX. Transitional
Forms
148
THIRD DIVISION. CHAPTER XXXI. The Vocal Song
,
149
CONTENTS.
12
THIRD PART.
THE SONATA-FORM. CHAPTER
XXXII. PAGE 157
Sonata and Sonata-form
THE SONATINA.
A.
CHAPTER
XXXIII. 158
First Part of the Sonatina-form Twenty-second Exercise
163
CHAPTER XXXIV. First Part of the Sonatina in
Minor
164
.
166
Twenty-third Exercise
CHAPTER XXXV. 166
Third Part of the Sonatina in Major Twenty-fourth Exercise
167
CHAPTER XXXVI. 168
Third Part of the Sonatina in Minor Twenty-fifth Exercise
168
c
=
CHAPTER XXXVII. 171
Omission of the Modulation in the First Part Twenty-sixth Exercise
CHAPTER
172
„
XXXVIII. 173
Second Part of the Sonatina-form Twenty-seventh Exercise
B.
173
THE SONATA. CHAPTER XXXIX.
Enlargement of the Principal Subject Twenty-eighth Exercise
CHAPTER The Intermediate Group Twenty-ninth Exercise
• •
•
178 184
XL. 191
196
CONTENTS.
CHAPTER
13
XLI. PAGE
The Secondary Subject (Song group)
196
Thirtieth Exercise
I'M
CHAPTEB
XLII.
The (losing Group
200
CHAPTEB
XLIII.
The Coda
202
CHAPTER
XLIV.
The Connecting Liuk
204 205
Thirty-first Exercise
CHAPTER XLV. Third Part of the Sonata-form Thirty-second Exercise
206
209
CHAPTER
XLVI.
Modulatory License
200
CHAPTER Modifications of Particular
Groups
in the
XLVII.
Third Part
CHAPTER
213
CHAPTER Work
in the
XLIX.
Development-portion
214 220
Thirty-third Exercise
CHAPTER The Sonata-form
as a
210
XLVIII.
The Development-portion
Thematic
,
L.
Whole
220
CHAPTER Modification of the Sonata-form in the Finale
LI.
229
CONTENTS.
14
FOUETH PART. THE HIGHER RONDO-FORMS. CHAPTER
LII.
PAGE 232
The Fourth Rondo-form Thirty-fourth Exercise
233
CHAPTER The
LIII.
Fifth Rondo-form
235 236
Thirty-fifth Exercise
CHAPTER
LIV.
The Slow Tempo
239 247
Thirty-sixth Exercise
CHAPTER
LV.
The Composite Large Sonata
247
Thirty -seventh Exercise
250
CHAPTER
LVI.
Other Applications of the Instrumental Forms
251
APPENDIX. THE STROPHE
254
INDEX
257
—
FIRST PART. THE ELEMENTS OF MUSICAL FORM.
FIRST DIVISION. THE SECTION AND PHRASE.
CHAPTER
(Introductory.)
I.
METER. RHYTHM. 1.
Meter,
in music, is the
grouping of two, three or more tones,
as time-units, into a whole, or time-integer, called Measure, the first
part of which
— the
—
— has
an accent, the second part Arsis either no accent or a weak one. Thus, the grouping, e.g., of four Thesis
quarter-notes into a measure gives the meter whose signature
the principal accent being on the ary) accent on
the third
:
A
|
first
j
quarter-note, the j
|
I.
weak
is
4-,
(second-
In a piece of music,
embracing a series of measures, the rule is that all measures have (1) number of time-units (metrical parts) of equal length ; and ("^) a uniform alternation of accent and non-accent ; i. e., the accent falls on the same metrical part in one measure as in another. The reguthe same
larly recurring
accent enables the ear to separate the measures one
from another
for the eye, they are separated by
;
means of the
vertical
line, called bar.
2.
Ehythm
has regard to the motion of tones on the basis
oi
metrical division and comprises (1) the combination of tones of equal or of unequal duration (represented by the various kinds of musical notes) into manifold small time-figures, forming distinct groups (in this sense every germinal musical
thought
— or,
technically speaking,
Motive, consisting of a few notes, or of notes and rests, and
more
ol
——
——
—
THE ELEMENTS OF MUSICAL FORM.
1G
sharply outlined by means of a caesura,* is a rhythm) ; (2) the comPeriods, etc., bination of these smaller rhythms into larger forms
less
—
in which larger sense the word rhythm expresses the grouping of
measures.
3. For the sake of convenient reference, rhythms are designated according to the number of measures they occupy. Thus we have the owe-measure rhythm, or Moistometee the rhythm of two measures ;
Dimeter; of three measures Trimeter; of four measures Tetrameter of five measures Pentameter, etc. The measures are of course counted from bar to bar, when the rhythm begins (whether ;
with a note or a rest) at the very beginning of the measure j otherwise the ear counts the measure from the first tone to the completion of the value of the measure (this is indicated in many of our illustrations by the bracket
rhythm
In the latter case the
I).
I
on the Anacrusis,!
of
which our
illustrations afford
said to begin
is
many
examples.
* The Caesura, or point of division, marks the rhythmical end-point of both the As the caesura is not always the final note
larger and smaller parts of a melody.
of a part of a melody, it should be distinguished from the " Section " and " Phrase," terms which indicate the small portions of a melody with regard to their melodic end-points. The caesura always falls on an accented metrical part. "Up-beat" f A Greek word borrowed from poetry and suggested instead of (from the German " Auftakt "). The Anacrusis is essentially the beginning on a
Hence, in duple, quadruple and triple meter, assuming that the metrical parts are quarters, and overlooking for the present the metrical members (divisions of the quarters into eighths, sixteenths, etc.), the fol-
non-accent or a weak accent.
lowing anacruses are possible "
A
I
I
; I
b)
(1)
:
; I
|
* I
with secondary accent
Moreover
members
(to
speak
in -f- only one
4
now
|
Q |
;
(3) in
a
I
two
-?-
4
(2)
by members of the
by members of the
thesis:
£
The
application
etc.),
and
to
to triple
three, viz: a)
:
a)
,*
A
\f
f
;
b) f
f
1*1 f
I
the accented metrical parts afford
Here are some examples
anacruses, thus greatly increasing their number.
(1)
4
of the smaller divisions of the measure), the unaccented
—not only of the unaccented but also of
of anacruses afforded
-£-
;(2)in
|
c) taking as anacrusis the third quarter,
and
A
:
J
00
:
A
still
smaller
' I
arsis
f
1*
1*
I
===i' i=i'
members
and quadruple meter
:
(e.
offers
g.,
no
\
H I
* \
*=*
^_^
difficulty.
in
I
:
I
S==f
~9
f u|
l
^
I
fill
Here follow a few
17
HIIYTIIMS.
4. The Monometer sometimes occurs diate repetition, as in the following
rhythmical unit,
as
however, generally combined with
is,
either (a) preceding
monometers
it,
another
— larger— rhythm,
as in the following example, in which the two
rhythm (dimeter)
are followed by a two-measure
Scherzo.
2.
Eg
following
;
Beethoven.
^S
fcEi
or, (b)
imme-
Beetiiovkn.
Adagio.
it
in
example:*
it,
as
——
-E^P
&
*
-J
*
*1'
" I
etc.
:
:p=±
or, finally (c) inserted
w
£^ Si
between two larger rhythms, as:
Allegro
.*_ rn^-^^M
S|^£EEga=3
i&=E§^s
=1=
L
J
n 5Pe£*£JE&=3 Ji
examples of anacruses
I
*
The
in
L
Beethoven.
^^^E
compound meter, say
-5
o
:
J I
ninnnnimns \*\fnn*\ I
V
quotations are given mostly in a melodic abridgment, for saving room.
THE ELEMENTS OF MUSICAL FORM.
18
5. The monometer consists generally of but one tone-figure. in Fig.
* 'J f •
y
,n
Fig.
measures
1,
f
3,
*j
;
2,
1,
in Fig. 2,
measures 2-4,
trary, are generally
Thus, rhythmic figure
we have
this principal
measures
1, 2,
the figure
The
larger rhythms, on the con-
P
J
f
\
:
f'iV ii
'(C
i
tetrameter
P
P
:
i
l
l
\
p i
therefore a
is
f f f •
composed of many, for the most part
tone-figures, as for instance in Fig. 4, measures 1-4
this
'
:
P i
p p*
u
composite
{
\
p p u
I
•
)'
different,
;
p i
>' *
rhythm, comprising four
different tone-figures.
6. The most common constituent of melody is the rhythm of two measures dimeter, which we shall therefore assume as the startingpoint of formal construction.
—
CHAPTER
II.
SECTION. To render
7.
it
the meter of a musical thought intelligible to the ear y
thought exceed the limit of one measure. For, only by the recurrence of the same elements of the meter (the
requisite that this
it is is
same metrical parts)
in the second measure, that the
meter can be
recognized by the hearing. S. A tone-succession which, extending beyond the limits of one measure, renders the meter recognizable by the ear, is called in general a Phrase, specifically a Section, when its usual extent is that of
two measures.
The
section, in this sense, constitutes the
fundamental
instrumental forms, collectively, so that the greater part of the compositions in these forms can easily be divided
element of our
up
classical
into sections.
9. fills
We
distinguish three kinds of sections, viz
—with tones —the space of two measures,
:
(a) that
which quite
as:
Be ethove n. a.
Beethoven.
b.
" |
"i
— Till:
TIUN.
SK(
19 Mozart.
d.
c.
mimmmm^mM
-±=?±=3
MOZABT.
Il/TDN.
%fr^TVtT^kf&-^m
It
r (b) that which does not fill out the second measure with tones, but either
supplements
it
with reds
as,
;
Beethoven.
^^m
0—0
-#— -0—'I
9
T \-0
6.
* * *_fc_f_+_^. = ^e XT^^4J4-\ ft*! :
Beethoven.
or, leaves
thought;
^
—r
—r
rr
the remainder of
Beethoven.
c.
it
-*
the introduction of a
free, for
new
as,
Beethoven.
if
7-
B fcr,
i
f
J
New f
f
jr^Gtt
Section. p
I
p
p-
—p
f
p m
.=.
1
p—
4Z l^ te=fet .
Mozart. b.
if:
I
Haydn.
—
.
— —
i
THE ELEMENTS OF MUSICAL FOKM.
20 (c) that
which leads over ai
*
3.
Beethoven.
*
*- *•
-^rw— #— #— —H !
wh at follows
into
Y&-.
(the third measure); as, Beethoven.
b.
wm^^&^
'-p-
i
Mozart.
C. Adagio.
)-4~
s-0 +0
-*
10. Many
T^ff^
^f-g^=
CS^ "^
sections are
thought (monometer)
;
Haydn.
d.
L lrr
1
r
1
•
ffl
:
r^X-
& — 0-*-
I
formed by the repetition of a one-measure
as,
Beethoven.
a.
Schumann.
b.
.9.
T+-r=.
^$
-*
Chopin.
c.
OT-J-,
:lQ+=5.
*=•-
The ples
repetition need not, however, be as exact as in the above exam;
it
may embrace
variations;
only the essential rhythm, while admitting tonal
as,
Beethoven.
a.
b.
Orate.
MOZAKT.
Beethoven.
— ^^^i ^jfe^gj^ ^si^ -U
-i--H
CoDtrary Motion.
Haydn.
h^
-^4-^
= —^-l-J-j-H^ff 1
* J
In referring, when desirable, pressed by the metrical cipher
11. It
may
L
to this construction, it
will
be ex-
2x1.
be observed here, that there will occasionally bp found
—
THE
21
SECTION'.
portions of the measure, the section,
etc.,
consisting mostly
of*
figures
not strictly belonging to the essentia] rhythm, but merely serving to connect two rhythms, which liguivs, or (as tiny sometimes arc) single notes,
may
be called
in the following
Adagio,
a.
1 1
•
MELODIC Co.\.un< tions.
These arc indicated
examples by brackets:
o
ej=£££f£p£ngpi
ffi
Beethoven.
A dagio.
b.
etc..
^"**
*J
~"
C.
' '
etc.
*^
" i
Beethoven.
^**
i
^
Adagio.
m
-#-.-#•
Beethoven.
—
«\5
r-1—
=r FS UlT? 11 r ±±:3 f P S '.-rWS
FIRST EXERCISE. Compose
many
sections of all the three hinds, especially of the
These sections should be arranged with complete harmonization
first.
for the piano
(some, at option, for string quartet, organ, as also for voices), the best ones to be
view to future use, numbered. The principal tempi Here follow three examples from Beethoven, one of each kind
selected, and, with a
indicated.
to
be
:
Models. a.
Beethoven.
Presto.
b.
Allegro
roti brio.
3=3 ±f-
m— 4
1
1—4-L »— ?
*
L ^-r
ffl
m -0-l-0 L #
1
12.
T — + -_
—.
—
——
—
J=tz m
*
rr
»
J
:
|
THE ELEMENTS OF MUSICAL FORM.
22 Adagio
C.
grazioso.
3^
e
r^^^EjgjgBj
CHAPTER
III.
DOUBLE SECTION. 12. The mere
repetition of a Section (dimeter) does not constitute
a h-measure phrase (tetrameter); indicated by the cipher 2 x 2.
it
S.
Among
-L-i
1
simply a Double-Section,
is
E§ L -L_J_^U J E=£E3E — 0-
13.
PHRASE.
±^=J4 -L—
these repetitions are included
marked
2x1
t=&
Eg
-L—
— as in the case of
the con-
Paragraph 10), such variations but even here there must as are of a tonal (not rhythmical) nature be a perceptible similarity, in spite of the variation, as in the following examples struction
(see
Chap.
II,
;
a.
2
14. .-
i
a
—
b.
5-*-
Even rhythmical
-F—
=L-J
*
=gE
fl
Beethoven.
EE3= IqEfe #
=€—z^rrq— a: J- —
_
—
* -i-w—
I
I
1-
-* -j
variations are admissible, if confined to subordinate
details, as is the case a
—
l-P--
with embellishments, figurations, etc. +
Beethoven.
,—i!2
_ £:
15.
9 =! :
ri
DOUBLE SECTION AND
23
IMIKA.SE.
BiBTuuvnr. Allegro.
b.
^^St£
||
(The + in the above two examples calls attention to the Blight rhythmical changes introduced in the repetition, in Ex. a, by the insertion of a changing-note, in b, by the omission of the anacrusis.)
13.
A
thought foiming a section sometimes occurs four Su< h a construction, embracing eight For au called Quadruple Section, and marked 4 x 'I.
musical
times in immediate succession.
measures,
example
is
see Fig.
2C>'3.
Every extension of a musical thought to four measures, other than any such extension already noticed, constitutes the Phrase, or 1-t.
Tetrameter.
This
too, like the section, is either (a) filled out, or (b)
disjunct, or (c) connective,
—each of these terms
referring to the con-
struction of the second constituent section.
Filled out
(a)
Beethoven.
:
^Seb^I m&^3g ^±sm 2x1
..
b.
=
(b)
Disjunct *-£•
+ a quarter new thought.)
(At for a
Mozart.
:
fS>
:
'f—0- :=t
a=zs2z:
note of the measure remains free, serving as a starting-point
(c)
Connective
:
Beethoven.
-*Ti-
18.
r-ta=g
mmm^m
p=gftaE
THE ELEMENTS OF MUSICAL FORM.
24
SECOND EXERCISE. Compose very many Jf-measure phrases, (1) by completing the numsections composed for the first exercise, each one in a different
bered
manner ; and (2)
new ones. Models.
a.
Allegro.
Beethoven.
19-
b. Adagio rrwltoespr.
C.
Allegro.
--4J*=T-
15. The form of the phrase just considered, is perhaps the commonest, yet it is not the only one. The truth is that the structure of the phrase does not absolutely depend on the number of four measures, for there are phrases of as few as two measures (these occur chiefly in
the compound meters) and as many as ten. The phrase is essentially an element of melody embracing two (at the least) or more measures terminated by a cadence of some kind, and sensibly forming a separate group by itself.
DOUBLE SECTION AND PHRASE. Remark.
— The doctrine
i
Tonic
'1'rtinl
f
The Cadence,
cinctly staled.
[f this
Triad
is
the harmonic dost, or Cadence,
tone of the
final
The authentic
chord
is
may here
be suc-
whose final harmony is the immediately preceded by the dominant harmony, we
strictly so-called, is thai
have tne authentic tonic cadence; tonic half-cadence.
25
if
by the subdominant, the plugal cadence, or
tonic cadence
precisely the /»»»• //VY,
in either of the latter cases the cadence
perfect,
ii.
,
,
not
it>
when
tin'
Third dot
uppermost its
Fifth
;
Another kind of cadence, on the dominant harmony, gener-
imperfect.
is
improperly so called, consists of a point of rest by the tonic Triad. The expression halfcadena when the word "tonic" is not prefixed) designates this point of rest on the dominant, indicated in
ally preceded
some of our illustrations by I V, or I V. The abbreviations " Per. Cad." (perfect cadence) and " Im. Cad." (imperfect cadence) refer of course to the authentic tonic cadence, whether the tonic of the key of the piece he meant, or the tonic for the time being, resulting from a modulation.
16. The phrase is simple, if consisting of but one rhythm, and comembracing more titan one rhythm. Every simple phrase is therefore a rhythm, but not every rhythm is a phrase, because in manv rhythms especially the smaller ones both the extent of at least two measures and the cadence are lacking. 17. At the close of most initial phrases of a melody, the ear expects a second phrase of analogous rhythmic structure, as complementary or responsive. This expectation is generally fulfilled, for, in fact, phrases are most frequently paired in this way, as we shall see farther on. Nevertheless, the phrase beginning a melody occasionally ends with a perfect authentic tonic cadence, thus forming a musical thought which is in so far satisfactory in itself as it does not so imperatively require a subsequent phrase as complementary. As a general rule, a phrase, or larger group, closing with a perfect authenposite, if
—
tic
ent
—
cadence on the tonic of the key.
and
complete in
itself,
is
regarded as absolutely independ-
and may be followed,
heterogeneous group, or by a repetition,
tit
pleasure, by a
etc.
18. Here follow some examples of phrases outside of the regular form of four measures. They are given for promoting the insight T
into the nature of the phrase, not for imitation at the present stage of
our study.
Two-Measure Phrase.
(Other examples of the 2 measure phrase, Fig. 33.)
— THE ELEMENTS OF MUSICAL FORM.
26
Five-Measure Phrase.
CT TO
!TTS-*T
T
^^g^^ H
1
H
!
i
y
etc.
TCalltwoda.
(3+2)
r
"i
gfe^Ep^gEEEg
*-'-0
—-^g
Schubert.
F.
P^^ CT^ -
&E
21,
(2-"-8)
Allegretto.
a.
1
I
V
Six-Measure Phrase. a.
22.
Allegro motto.
fe^fpip^^^gi^
hit
Beethoven.
r
b.
r
v
i
-3
Adagio.
|
^^«__ -jy
Per.
c.
i
Cow »wfo.
Haydn.
etc.
Cad on Domina/.f.
Mendelssohn
(Simple.)
??=«=Fzz=zr—
II
t==
:t=£=:'
Pf „
Tonic half-cadence.
Seven-Measure Phrase. .4ssa£ vivace.
(5x1 + 2)
s==>^=r
23.
^=5=-^
BEET1* /VEN.
-0—^—0.1-*-
?—J— *-?-#---*-T ^=d=J=fc
feE _t^ iz:
x_£_Z—
:
I
the simple, eight-measure period.
27
Ten-Measure Phrase. 24.
Beethoven.
^M^^?=g^^ Remakk. — The spoken of in Par.
last
17.
example,
The
Fiir- '24.
Qluetratea the independent tonic phrase
eight-Tneasun phrase will be considered later.
SECOND DIVISION. THE PERIOD.
CHAPTER
IV.
THE SIMPLE, EIGHT-MEASURE PERIOD. 19. The Period is a tone-form outlined and organized in a certain rhythmic, melodic and harmonic order, constituting in itself a little. piece of music, or forming in conjunction with other periods a member of a larger composition. special
We
are speaking of the period with
reference to the free forms of instrumental music, as distin-
guished from vocal music, in which latter
its
laws are more or less
conditionated by the text. 2().
The
period, in
two four-measure second Antithesis.
typical
it^
pi/rases, the first
This
and most usual form, being generally called
the simple period.
is
It closes
consists of Thesis, the
mostly with
a tonic cadence ; a different close, as for instance in the key of the
or— in minor—in
dominant,
the parallel major key, of course presup-
poses either a repetition of the period
itself,
closing this time in 'he
tonic, or the addition of other periods.
21. As practice tial,
is
to
the
tonal contents of the period, the general rule and
that of similarity in the two phrases.
however, as the Antithesis often .-hows
from that
-of
the Thesis.
What
is
a
This
is
not essen-
construction differing
generally essential
is.
that there
C
THE ELEMENTS OF MUSICAL FORM.
28
should be a certain contrast between the two phrases, whereby the may appear as complementary or responsive to the first (see
second one Par. 1?).
This
22. The
is
usually effected by the harmonic cadence.
repetition, without material alteration, of a jj/wase, con-
Double-Phrase, marked, in metrical cipher, 2x4. the repeated phrase contains certain changes whereby
stitutes simply a
23. But it is
if
harmonically contrasted with the
are correlated as Thesis
This correlation phrases
is
Hence
close.
and
first
Antithesis,
one, so that the two phrases
we have the Period.
based on the different ways in which the two
result
four
different forms.
FIRST FORM.
24. The Thesis
closes with a half-cadence, the Antithesis with
a
perfect authentic cadence in the tonic.
v
i
J=Ft ~*~jg-
*
*
3^5
*
#—L^
,
*
-0
Vr
'
0—
—
Thesis
Beethoven. Per. Cad.
-0
—
^J
>—*
Antithesis.
(Minor.)
n
—
0-
-?-*-?-
72—C
^
Thesis.
Mozart. Per. Cad.
#
.
THE
SIMl'LK,
E1QHT-MEA8UEB PERIOD.
THIRD EXERCISE
20
(1).
Compose many eight-measure Periods of the first form, some new
%
others extensions of former exercises.
Models. a.
U
Prestissimo.
*
26.
*
"*
£}*"
s
p^^gg s=S
:±
»-#—£-«
»r
il
l
ft*
"*
ir Ct'
*
3*—
PS
MF—rS=H: ** *•
•
!
iis
"*
ft"*"
i- T
—
i
—— — I
:
t=l 3=
i
i-r
If
i^gi s
S
:d?
Beethoven.
*—
tK
fi^^Elg
§lfc*=s=£=is=r=£
-Psco Allegretto e grasioso.
b.
^SipEEEEE^^=^p§igpi| p
—
s I
^EJEE^zi==f
9
.
THE ELEMENTS OF MUSICAL FORM.
30
-*
— :^
*-*-*
2rfe
—p-
S3
:p:
-!—r— Beethoven.
^^l^ifeil — T
*.
#.
SECOND FORM. 25. The Thesis
*—
•^
—
—d
~1 ^ri
J
——f-^-H l~d —
==
I—
jtr
-
iri
'
ft
*
l
*
^ g —Tf-^=% 1
|
|
***
•J I
-#•*
-0-
Beethoven.
I
I
Periods of Three Phrases.
29. Periods
of three phrases are often found,
having of course
for
the most part twelve measures, sometimes more, sometimes fewer.
Such
a period
is
not unfrequently composed of a Thesis and a double
Thesis and an Antithesis.
Antithesis, or vice versa, of a Double
In
other cases the second phrase does not form part of the Thesis or of the Antithesis, but appears simply as middle phrase. a.
39.
12
Measures (3x4).
*
.3 f ?\r-*-? ^j4H-r-r-| .
i
b
.
_
i
Mnuetto.
12
^ i
Measures
(3 * 4).
Mozart
9*
\~"^ —i—
•5-'
K Beethoven.
-£*-•
Jj-^V
3r=
—
J
L
L#ir/=#:
Sg
THE ELEMENTS OF MUSICAL FORM.
38 C.
12
Measures
(3 x 4).
German
d.
!-/£* —"
11
Measures
Folk-song.
+ 4 + 4).
(3
—iv~J—i— — -*-#-r-#i»-*"*-*H I
»---»
7
h hj—|— h
-»-»
JL German
Folk-song.
W^T*^^^
+1
—'—
'
Cod
(The above melody, Fig. 39 d, really ends on the note marked +, what follows a repetition, as it were a Coda.)
is virtually
e,
~W ^~
13 Measures
(4+2 + 2 + 5).
a—g—g—#—
g~ n
i
f-f—0
—— g
* -f«-.-*— d-«— »—j-
R^^F
III
g^B^^j^^E^^Egl^^^Ep^ Nageli.
30. The young composer who musical forms, carefully notice
will, all
here applies to the study of the
over and above the working out of his exercises, the forms which he meets with in his daily musical
always explaining them to himself according to the doctrine of form. It may also be assumed that he carries in his memory a
life,
treasure of classical music, from which he can draw models for every
THE SMALL TWO-PART PRIMARY FORM.
39
Every species of music in abundant material for this, not only instrumental but also vocal music, opera and oratorio. form, without having
to
consult scores.
which our masters have composed,
affords
THIRD DIVISION. THE SMALL PEIMARY FORMS.
CHAPTER
VI.
THE SMALL TWO-PART PRIMARY FORM. 31. The mere not give
rise to a
repetition of a period, even with modifications, does But the union of two periods so conhigher form.
structed that one constitutes a Thesis, the other
the
Two-part Primary Form.
This
is
its
Antithesis, affords
the simplest of
musical
all
forms after the period, being almost synonymous with '-'tune," " melIn this form were cast the first beginnings of melody, espeody.'' cially the typical folk-song, called by the Germans " Yolks-lied," from which circumstance some musical theorists of that nationality have called the form " Lied-form," the English equivalent of which is
But
" song-form."
as
form embraces
this
a
great
many
different
Dances and Marches, the the name primary form has been
species of music-pieces, such as the various
Theme with
variations, etc., etc.,
suggested* as more appropriate to
primary form
is
it.
The
essential principle of the
the presentation of one musical thought (or of one
principal thought), followed by another, contrasting with
it,
then
returning to the original to conclude.
32.
A
general rule for the structure of the two periods
the Thesis of the second one tithesis (of the
the
is
formed
of
is,
that
new matter, whilst the An-
same period) exactly corresponds
to the Antithesis of
first.
FIRST FORM.
33. The
1st period is precisely of the
24 and exemplified in Figs. 25, 26. * cians.
By
a writer (Mr. C. H.
His
article,
IT.
under the
kind described
in
paragraph
The periods composed
for the
Parry) in Grove's Dictionary of Music and Musi" Lied-form," is well worth reading.
title
—
c
THE ELEMENTS OF MUSICAL FORM.
40
Third Exercise
(1),
page 29, should here be
In the 2d period,
utilized.
the Thesis, whose matter more or less differs from that of the 1st period, closes with the Half-cade nee, and, exceptionally, with one of the cadences mentioned in Chapter IV, paragraphs 2b, 26.
Antithesis
exactly corresponds to that of the 1st period.
First Period. Thesis.
40. »
ff
0—i-g
e
1
s_L*_-_ #
1
—&—
Antithesis.
:fc=i= *
•- 1 -,
*
*
M
,
—J-«-.—g
^
-1
Skcond Period. Thesis.
See
* i *
J
i
+3—**
*
iBeethoven.
Antithesis.
feEj^^
-*
*
z n_j-4-j-J=rt—rt-
First Period. b.
^2.
+.
felrjj^H^^^^^^^^ 0-
+—
-
—
-•—
1
11
*-
*
r Pii
* r
P
-
n
s-£=m^\ Second Period.
H
2-
tz
—
^ 1
i
^2.
0-
F
ffi Mozart.
j^##
^^mM.
'
r
THE SMALL TWO-TAUT TIMMAKY FORM.
FOURTH EXERCISE
41
(1).
Compose, in accordance with the foregoing, very
many
small two-
part primary forms, partly from Vie periods of the preceding exercise, partly from new material.
Model. Adagio.
41.
dolce.
p
mt^
=•-=¥=£
1 1st Period.
T^Vniaia Thesis
— lt- +-*-\-*
i^S=^-#^
•
F |
Antithesis. i
9
—
j
—r—
i
*
.
3=1-
:
,«s»
*
d
.
A m m
—— I
I-
2d Period. I
^ i P
^
¥ftf Tr»sf
f -*
^W—Z(SL=TZ--
SV5
,
»
h*
*
-l-
— •— -r *+L4
j*'**-
&+0-
——
t
THE ELEMENTS OF MUSICAL FOKM.
42
— 9 — 5M 9-
-\
—
\-4--A
*-t—«==^
——
i
i*W *e
Remark, is
merely
as to Fig. 41.
.similar
—«U-3—
fe^
ft
±££i
y-
:
Beethoven.
Here, as in
many
cases, the Antithesis of the
2d period
— not strictly corresponding—to that of the 1st period.
In a manner similar to the above, Beethoven works up the period (poco given in Fig. 26 b, into a piece in two-part primary form, in his Sonata,
allegretto)
Op.
7, last
movement.
The Rondos
in the
two
little
Sonatas, Op. 49, also begin in
this form.
SECOND FORM. IN THE MAJOK MODE.
(1)
34. The
1st period closes
with an authentic cadence in the key of The 2d period is constructed
the dominant, implying a modulation. as in the first form,
and
Occasionally, the 1st
closes in the tonic.
period closes with an authentic cadence in the (minor) key of the
Mediant
(for instance, in e-minor, if the
major key be
FOURTH EXERCISE
C, etc.
).
(2).
Compose small pieces in major, in the second two-part primary form.
Models. Andante
1st Period.
k-->-
h-t-f42.
V
Thesis.
fXX=ML :zt=t=
b=Lj
—•
«
—
THE SMALL TWO-PART
^
+.+ +
PltlMAK'.
FORK.
*-
+-
-^
IlU.
13
Cad.
«-'^— «:
#
te gfe^aa ?? ^:
Antithesis.
l'*-«
-0-'-0 #-*-#
—
—»-
S33: -•
:fc=-
-
rrT —*— E£3E=
3»
«• '5*
—
Perf. auth.
'5*
0-
.
r^J
Cadence
in the
'J
m
ji^^
Dom.
^=5=3=
—*-
tda
2d Period.
Thesis.
rg
1»-
-«•»
— —* i
—J ^•0-
-#-'-»
— »-
*- -
A'-0-
--.— •
—
3=
-.-r^
£*
^^g=3=:
-J
L
—
—
I
l
THE ELEMENTS OE MUSICAL 10UM.
44
Antithesis.
9
^1
B
:
-1
1
1
i
<
fcfe -•*"-*•-**-
*•*
-»*:
U
»_ _»
1
Beethoven.
9
=^1 5^Eejj
: S
b.
Andantino.
i
—
t'ittis— *+-* -It-j
0-
43.
1
1
H
1
r
S—\* rJ ^*-
—tH — m — -^— y— ~is—
r
i
-r-H h 4—w™^ —
1
i
-J
i
1
-»i
|
«JtJ^— 1
y- « — -I
.
-H-j *—1-*
*_-____,
1
*
r
Cpzj—F
r
^—
-J
r J—B-h*
C "p
—
1
C5^-*-
tf:
!—^— »r ^ +
^—rr-r=^r-F—r
I
\-g
HW r
-4—*-
1
r
-j^n
i
i
e^iHt -X—r-»— ^H-b— ^3-1 -r b-J^h-^- J-*- J-r-f- J *
—
PC
f
T C
—
Cadence
I
*?
I
^f=
r
|
jt-i-?-J-*-l--?
4.)
the K :
V
First Period. Allegretto.
-
44 b.
— — -«+-«,——*--—f"^——d~JT:l — —1* — *5*ii 55=r*# — * — tj —'^ix* «~* l* — — cd * — *^-nH i*_«—»_*J£5_ # _J— — —€ —L*—*_«_J_# — — # _ #»#_L^_
Q'arj» -
.
—
*
r*.
-
._!_•
|
1
Antithesis.
Thesis.
Second Period. r?s
s
d m, •
I i
,
—
*-jit
1_|
-A-i-v*-
A_|
1
T_i«
1
—*— :#
i~J -I1_«
1
Hr
So, too, the
*
r
1 »_lgj
Thesis.
counterpoint to
Beethoven.
1— -J— j*-MiJ- r J
-I
»
—
,_1_#
1 1
1
Antithesis.
melody which immediately follows the above, as a it,
-3T
viz
:
5* .^=t^^X^_pt^_ #_ # _d>t_# _#=t^^ =t
#-**
iPPPPiiP
FOURTH EXEECTSE
(3).
Compose pieces in two-part primary form, in minor.
3G. The
repetition of a period, even with variations, yet without
the contrast necessary for correlating the
two periods as Thesis and double-period,
Antithesis, as just illustrated, constitutes simply a
not a primary form.
Av
Thus, for example, the Scherzo of Beethoven's
Sonata, Op. 26, begins with an 8-measure period, which
diately repeated with rhythmical variations.
is
imme-
:
THE ELEMENTS OF MUSICAL FORM.
48
-I— Ffe^F=^^^=F?Ei=E2— 3«=E^F^ I
I
ftr
fe4-
46
Such
repetitions often occur in cyclical compositions,
and should
be well distinguished from higher forms. The Allegretto of Beethoven's cti-minor Sonata, Op. 27, also shows a similar repetiti on, written out, varied
by
ties,
and rhythmically elaborated. t>.
Repeated thus
i2l^=^=Eg=|j5- fefeE
r
T"
*,
,*
-# T#
*
47.
te^fefe
V
THIRD FORM. 37.
It will be noticed
those in Figs. 46, 47 there cadences,
i. e.,
that in the case of is
a- repeated
period like
no harmonic correspondence of the
the cadence of the second period does not contrast this first one, for the simple reason that each period closes
period with the
The case often occurs, with one and the same (the tonic) cadence. however, of two connected periods almost exactly alike in which this harmonic correspondence of the cadences is found, whereby the two periods are made to correspond on the whole as Thesis and Antithesis, thus constituting a third two-part primary form. Examples of this are the two periods of the
Eondo
of
Beethoven's
2?|z-ma;jor Sonata,
Op. 22, given below as a model 38. In such periods the Thesis of one corresponds to that of the other, the Antithesis of one to that of the other, unlike the first and In this second forms, in which Antithesis corresponds to Thesis. third form, therefore, Thesis and Antithesis usually have fewer (Fig. 48).
—
t
^
Till:
Thesis.
Antith.
j st Period,
a
£d
b
a a
We may
—
Period, "
Jst -'d
ThesU.
Anttth.
a a
b. b.
Model.
w_ P - m 2 F-44 »-l^.48.
40
express the former relationship thus;
the present one thus :
1st Period.
r--»-T
^
SMALL TWO-P.VRT PRIMARY FORM.
common.
features in
*
*
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Thesis.
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etc.
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THE ELEMENTS OF MUSICAL FORM.
50
Remark.— At the place marked + in the above example the amount of two measures (added in the original to the regular 8-measure form by a license to be explained later) has been purposely eliminated, in order that the example may serve as a model in the regular form. (See Fig. 67.)
FOURTH EXERCISE
(4).
Compose pieces in two-part primary form with the construction just and illustrated by the preceding model (Fig. 48).
explained,
CHAPTER
VII.
THE LARGE (EIGHT-MEASURE) PHRASE. 39. Two connected phrases
of different matter, yet without har-
—
—
monic and rhythmic correspondence, form not a period, but an 8-measure phrase. This construction may be regarded under three aspects. (1)
40. This kind
Independent.
of phrase is often independent; in other words, is
a musical thought forming a complete whole in
itself, as
closing with
the perfect tonic cadence (see Par. 17).
+&*&
Beethoven.
ipsgj^©^ w -•
Often the division into two parts is less obvious the phrase then seems to be simple rather than composite. For example ;
THE
50.^
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LAItGL"
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51
EIGHT-MEA8UBB PHBABE.
r-c
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Qui
^g^g=^ig^^i^ii^i
ii.
i
:
This construction may be considered the most perfect form of the mrase, and requires specially diligent practice.
FIFTH EXERCISE Compose
many
independent 8-measure phrases.
—
TL.T
Models.
Allegro.
fc j
(1).
ffifr-J
j
J
J
J
^
^r i/J 1
3
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e==^
51a.
^farefcm^ — SO
f;
jdLjt
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ft
W^pii^ppi
;rJ^
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a
I
Beethoven.
$ #
^E i
e)_
^
=i=;
I
J
I""*
I
3i$;
r r
r
etc.
1
M
—
—
—
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THE ELEMENTS OF MUSICAL FOKM.
52
Ht.
—s—&—*—
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—
u^# -0-
-i*-
51b.
—
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.>
§ii
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1-
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tr
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'
'
Vi/
Beethoven.
a tempo.
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1
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ix-ts^-. -^-m
-0-
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1
S
r
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—— I
I
^H 1
^==^
=
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(2)
^
As Part of a Period.
41. The 8-measure phrase may form part of a period, by taking For example
the place of a Thesis or an Antithesis.
:
Andante.
—^^"^-i— o^r^^n-i—
52.
IHPES
E5
1-vir =5 :
I
1
1
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RF=P
4=8
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mi Beethoven.
Per. Ton. Cad.
i
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f
fe3 * #^g^
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SMALL TIIKEE-PART PRIMARY FORM. Mozart. tr.
#*-«*
V 7 ^r*-
?
*^
-3?-'
^
-0-
^%pp 47. In most cases the large three-part period
is
regarded as a
three-part primary form in which the period-form of the Thesis
and and third parts) is lacking, and large phrases take the place of 8-measnre periods, which is almost invariably the case in
Antithesis
(first
the second part (middle group).
Examples
of this species will be
found
in the
exercises on the
three-part primary form.
CHAPTER
IX.
THE SMALL THREE-PART PRIMARY FORM. 48. The Three-part Primary Form
is
constructed by inter-
polating between the two divisions of the third two-part primary form
having the same dimensions. This added having for the most part, for the sake of variety, any one of the 8-measure phrase forms (Chap(see Par. 37, 38) a division
part
is
only exceptionally in period-form
,
ter VII).
49. The
three divisions of this primary form are severally
named,
according to their order,
First Part,
Second Part, Third Part. In
common
parlance, however, the second and third parts are classed Second Part, because they are, as such, frequently repeated, and stand in common between signs of repetition. The following is the scheme. together as
First Part.
50. Thesis
closes
with Half-cadence
;
or,
with the imperfect
—
— THE ELEMENTS OF MUSICAL FORM
58
authentic tonic cadence; or, with authentic
exceptionally the perfect
cadence in the key of the dominant.
Antithesis the dominant
; or, in the key of mediant.— (h) In minor: the normal key (minor) of the dominant ; or, in
in
closes (a) or, in
;
in the tonic; or, in
major
in
:
the tonic
the key (minor) of the
the parallel major key.
Third Part. 51. Thesis closes just as in the dominating still more. Antithesis closes in the tonic. Remark.
— The
first
first part,
and the third part
may
the Half-cadence pre-
therefore under certain circum-
stances be exactly alike in construction.
52. Between
two divisions the three-part primary form
these
interpolates a
Second Part, of the same dimensions, which usually closes with a Half-cadence, in order to introduce the third part. This second part may be constructed out of larity
new
between the
53. The
material,
first
all
the more so
and the third
application
of
instead of the period-form,
the
when
there
is
great simi-
part.
phrase-form (Chapter VII), not only in the second part (as
large
is feasible,
already stated), but also in each of the two other parts, at pleasure.
SIXTH EXEECISE. Corn-pose pieces in small three-part jwimary form, partly from former
exercises, partly of It will also
new
material.
be a very useful exercise to point out, in single one-voiced melo-
dies, all the features of the formal construction here indicated.
Models. a.
Allegro assai. First 3t Part. ran.
3=
fa t
58.
^0^
^— Antithesis.
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SMALL TIIKKL-I'AKT PKIMAUY FORM. Second
Part.
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59
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Abbreviated Antithesis.*
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b.
Allegretto.
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First Part.
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Period.
,
1
9i'£E
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* Here two measures are lacking, through abbreviation. See Chapter XIII. Nevertheless, the examlicense, however, should not yet he imitated here. ple was chosen on account of the clearness of the construction of the second part.
This
—
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THE ELEMENTS OF MUSICAL FORM.
60
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Second Part.
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Third Part.
ffi=Mli^^feE^=|E=^li=^^ |=i±=t£=tj: Period.
Beethoven.
C.
First Part.
Allegro.
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Second Part, with similar matter.
SS a^ m^Tf^ff i-^f tr
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Third Part.
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Beethoven.
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First Part
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9 =*=? £=i=b=n :
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THE SMALL THRLE-I'AHT PRIMARY POBM.
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pF
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Part.
Sato.
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THE ELEMENTS OF MUSICAL FORM.
62
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Beethoven.
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FOURTH DIVISION. THE LAEGE PRIMARY FORMS. CHAPTER
X.
THE LARGE TWO-PART PRIMARY FORM. 54. Two 8-measure phrases combined form the 16-measure period two 16-measure periods the 3^-measure or Large Primary Form. 55. By repetition of the parts, whether they be repeated note for note, as indicated by the signs |: :||, or whether they be varied and written out, the number of measures is increased to 64. Such a 64-measure primary form is for example the Trio in -Z>J2-major of Beethoven's .F-major Sonata, Op. 10, No. 2. (Par. 41),
tei
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59. -0
r r The
t
variation, however,
second part,
is
r
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limited here to the
first part,
whilst the
:
THE LARGE THREE- PAKT 1'RIMAKY FORM.
BpE
03
^
60.
is literal?//
The
repeated.
measures of the Trio do not
last six
In-long-
to the form, but constitute an independent introduction to the follow-
ing part, in /-minor
n
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