Resources / Theory / Persian parde names and the koron/sori system
Persian parde names and the koron/sori system
The naming system
Established Persian classical music names its pitches using a solfege-derived system (Do, Re, Mi, Fa, Sol, La, Si) augmented with two microtonal accidentals:
| Accidental | Symbol | Direction | Approximate effect |
|---|---|---|---|
| koron | ♭-like (with a slash) | Lowers | Roughly a quarter-tone flat — but not exactly 50 cents |
| sori | ♯-like (with a dot) | Raises | Roughly a quarter-tone sharp — but not exactly 50 cents |
| bemol | ♭ | Lowers | Semitone flat (same as Western flat) |
| diez | ♯ | Raises | Semitone sharp (same as Western sharp) |
Practice The koron and sori are the markers that distinguish Persian pitch naming from Western notation. They signal "this pitch is between the piano keys" — but critically, they do not specify a fixed number of cents. A koron-Re in Shur and a koron-Re in a different dastgah may differ by as much as 15-20 cents in practice. The symbol tells the player direction; the dastgah context and the ear determine the exact intonation.
This is a deliberate feature of the system, not an imprecision — Persian theory recognises pitch mutability as a structural element (see The dastgah system on mutable pitches).
The pitch set within an octave
Established The standard Persian pitch vocabulary from Do to Do includes the following named positions:
| Persian name | Approximate cents from Do | Character |
|---|---|---|
| Do | 0 | Tonic |
| Re koron | ~135-160 | Neutral second (mutable) |
| Re | ~200 | Major second |
| Mi bemol | ~300 | Minor third |
| Mi koron | ~340-360 | Neutral third (mutable) |
| Mi | ~400 | Major third |
| Fa | ~500 | Perfect fourth |
| Fa diez / Sol bemol | ~600 | Tritone |
| Sol | ~700 | Perfect fifth |
| La koron | ~835-860 | Neutral sixth (mutable) |
| La | ~900 | Major sixth |
| Si bemol | ~1000 | Minor seventh |
| Si koron | ~1040-1060 | Neutral seventh (mutable) |
| Si | ~1100 | Major seventh |
Practice The cent ranges for koron pitches are approximate and deliberately given as ranges rather than fixed values. These are the pitches whose exact placement depends on dastgah context — the mutable pitches described in the dastgah system article.
Mapping to 53-comma positions
Attested The Turkish 53-comma system (AEU) provides one way to express Persian intervals precisely, even though Persian theory does not itself use comma counting as its primary framework. A rough mapping:
| Persian pitch | Approximate comma position | Turkish perde equivalent |
|---|---|---|
| Do | 0 | Rast (kaba) / Cargah (on C) |
| Re koron | 6-7 | Near segah (variable) |
| Re | 9 | Dugah |
| Mi bemol | 13 | Kurdi |
| Mi koron | 15-16 | Near buselik / segah zone |
| Mi | 17 | Buselik |
| Fa | 22 | Cargah |
| Sol | 31 | Neva |
| La koron | 37-38 | Near hisar (variable) |
| La | 40 | Huseyni |
| Si bemol | 44 | Acem |
| Si koron | 46-47 | Near evic (variable) |
| Si | 48 | Mahur |
Practice This mapping is useful for cross-referencing Turkish and Persian sources, but it papers over something important: the Persian koron pitches are intentionally variable in a way that the Turkish comma system tries to fix. A comma mapping gives one snapshot of a pitch that, in Persian practice, occupies a zone rather than a point.
Comparison with Turkish perde names
Established The Turkish perde system names every pitch position individually (Rast, Dugah, Segah, Cargah, Neva, etc.) with each name implying a fixed comma position in the AEU framework.
The Persian system takes a different structural approach:
| Feature | Turkish perde | Persian parde |
|---|---|---|
| Naming basis | Unique name per position | Solfege + accidentals |
| Pitch fixity | Fixed comma value per name | Koron/sori mark a mutable zone |
| Accidentals | 5 sharps + 5 flats (1, 4, 5, 8, 12 commas) | 2 microtonal + 2 standard |
| Neutral pitches | Exist but are comma-specified | Explicitly mutable |
| Naming origin | Arabic/Persian/Turkish melodic tradition | Franco-Italian solfege adopted by Vaziri |
Attested The Turkish system is more rigid and theoretically systematic; the Persian system is more flexible and closer to what performers actually do. Neither is inherently better — they optimise for different things. Turkish AEU theory enables precise notation and theoretical analysis at the cost of occasional mismatches with performance practice (the Ussak problem). Persian koron/sori notation enables context-sensitive intonation at the cost of less precise prescriptive notation.
Mutable vs. fixed pitches in dastgah practice
Established In Persian music theory, pitches fall into two categories:
-
Fixed pitches — Do, Re, Mi, Fa, Sol, La, Si — these have stable intonation regardless of the dastgah being performed. They correspond to the "natural" notes and are anchored by consonant intervals (octaves, fifths, fourths) that the ear recognises unambiguously.
-
Mutable pitches — the koron and sori positions — these shift depending on the dastgah context. A Re-koron in dastgah Shur is lower than a Re-koron in dastgah Segah; a Si-koron descending may be lower than Si-koron ascending within the same dastgah.
Practice On the setar, this distinction has a physical reality: the frets for the fixed pitches stay in place; the frets for the mutable pitches are the ones the player adjusts when changing dastgahs. The number of frets that move is typically 2-4 out of 25-28 total — most of the neck is stable.
This mutable/fixed distinction parallels the Turkish theory-practice gap (see Pitch systems on the Ussak problem) but handles it differently: Turkish theory assigns a fixed value and acknowledges the discrepancy as a problem; Persian theory builds the variability into the system itself.
Sources
- Hormoz Farhat, The Dastgah Concept in Persian Music (Cambridge University Press, 1990) — intervallic analysis including koron/sori placement ranges per dastgah
- Dariush Talai, A New Approach to the Theory of Persian Art Music (Mahoor Institute of Culture and Art, Tehran, 1993) — the most detailed analysis of Persian intervals and their mapping to measured cent values
- Ali-Naqi Vaziri, Dastur-e Tar (Tehran, 1913) — introduced the koron and sori accidentals and the solfege-based naming system
- Bruno Nettl, The Radif of Persian Music: Studies of Structure and Cultural Context (Elephant & Cat, 1987; rev. ed. 1992) — on the relationship between notation and practice in Persian music
- Jean During, Zia Mirabdolbaghi, and Dariush Safvat, The Art of Persian Music (Mage Publishers, Washington, D.C., 1991) — cultural and theoretical context of the Persian pitch system
- Ozan Yarman, "79-Tone Tuning & Theory for Turkish Maqam Music" (PhD dissertation, Istanbul Technical University, 2008) — useful cross-reference for Turkish comma values when mapping between systems