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DICTIONARY OF MUSIC - El Atril

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Enharmonic<br />

ditoiie<br />

Chromatic<br />

Toyic<br />

I<br />

GREEK <strong>MUSIC</strong> GEEEK <strong>MUSIC</strong> 225<br />

Hypopheygian.<br />

tone J tone ^ tone ditone J tone J tone<br />

1^ tone! tone J tene J-<br />

tone I<br />

Enharmonic<br />

tone<br />

tone 1} tone i tone A tone<br />

i tone tone tone ^ tone tone<br />

Hypodoriax.<br />

tone J tone J tone ditone J tone ^ tone ditone<br />

Chromatic<br />

Toyic<br />

tone i tone ^ tone lA tone ^ tone ^ tone 1^ tone<br />

TONIC<br />

i tone tone tone i tone tone tone<br />

I tone<br />

(b) Pitch of the Modes.— It is a law of Greek<br />

music (see Aristotle, Problems, xix. 20)—and<br />

indeed in the absence of harmony a natural<br />

necessity—that the Mese or Tonic must be the<br />

predominating or constantly recurring note in<br />

every melody. Therefore every mode will take<br />

its pitch-character from the position the Mese<br />

or Tonic occupies in it. Thus the Mixolydian<br />

is intrinsically high-pitched because, since its<br />

tonic lies near its upper extremity, in any<br />

melody written in that mode the upper notes<br />

will be predominant. Hence we understand<br />

Aristotle's statement (Politics, v. (viii.) 7. 1342<br />

b 20) that certain low-pitched modes suit the<br />

failing voices of old men— they would not<br />

have to use their higher notes so much as their<br />

lower.<br />

From this intrinsic pitch-character arises the<br />

relative determination of the pitch of the modes.<br />

Since e.g. the Lydian ilese or Tonic (diatonic)<br />

is a tone and a half from the top, and four and<br />

a half tones from the bottom of the Lydian<br />

mode, while the Dorian Tonic is three and a<br />

half tones from the top, and two tones and a<br />

half from the bottom, of the Dorian mode, it<br />

follows that the Lydian mode is two tones<br />

higher than the Dorian.<br />

The follo«'ing table illustrates the pitch<br />

relations of the modes, but it is to be observed<br />

that the particular limits of pitch :<br />

^ here assumed are arbitrary. '.<br />

5^<br />

The Seven' Modes (in the Diatonic Genus)<br />

kepresented in their relations of fitch.<br />

Mixolydian.<br />

^^-^EE0=^ =g^^=^|5=^<br />

EgEEi^^E^ZEe_= =?=<br />

pl=S=2=2: --^eIe<br />

Dorian. TONIC<br />

z3^g^S^^_E^=:^&=<br />

5="f=^|2=<br />

HYPOPaP.VOIAN.<br />

TON IC<br />

Eg^g-^^j^^^^^g<br />

HVPODORIAN.<br />

^=g^^g^y^^ =5=SS^ ^^^ ;^ gr<br />

From this table it appears that the Hypodorian<br />

with its tonic F is the lowest of the modes,<br />

and the Hypoplirygian, Hypolydian, Dorian,<br />

Phrygian, Lydian, and Mixolydian follow at<br />

intervals respectively of a tone, a tone, a semitone,<br />

a tone, a tone, a semitone.<br />

D. Keys.—Developed Art called for a more<br />

ample scale than the octachord. This was obtained<br />

by the addition of tetrachords above and<br />

below, so as to form the following type :<br />

H^-pat6n<br />

DiAZECG- HyPER-<br />

MENON BOLAEON<br />

The several tetrachords in it were called respec-<br />

tively Hypati^in, or ' of the highest ' strings, i.e.<br />

lowestnotes. Meson or ' of the middle, 'Diazeugmenon<br />

or ' of the disjunct,' Hyperbolaeon or ' of the<br />

extreme. ' In this scale was further incorporated<br />

a tetrachord united by conjunction to the tetrachord<br />

Meson at its upper extremity, and called<br />

Synemmenon or ' of the conjunct,' and the resulting<br />

scheme was known as the complete scale<br />

{a-va-Trifia. rfteioi-). The important result of<br />

this extension was that the modes (as given in<br />

0), being all extended to the same type, their<br />

independence of form was thereby cancelled ;<br />

the modes became mere kej's [tovol). The subsequent<br />

addition of eight keys with their tonics<br />

in the spaces left vacant by the tonics of the<br />

seven already existing yielded the following<br />

complex of scales (see Alypius, ed. Meibom) :

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