The Suladi Sapta Tala system
Seven tala shapes and five jatis form a matrix; five gatis add another rhythmic dimension.
A tala is a repeating cycle of beats. The Suladi Sapta Tala system builds its cycles from a small set of parts. Understanding the choices lets you generate the family instead of memorising each entry separately.
The building blocks (angas)
A tala is a sequence of angas — parts marked by hand actions. Only three are needed:
| Anga | Symbol | Counts | Hand action |
|---|---|---|---|
| Laghu | I |
the jati: 3, 4, 5, 7 or 9 | Clap, then finger counts |
| Drutam | O |
2 | Clap, then wave |
| Anudrutam | U |
1 | A single clap |
Only the laghu changes length; the drutam is always 2 and the anudrutam always 1.
The seven tala shapes
Each of the seven talas is a fixed pattern of angas. Read I as a laghu, O as a drutam and U as an anudrutam; J stands for the laghu's length.
| Tala | Angas | Length |
|---|---|---|
| Dhruva | I O I I |
3J + 2 |
| Matya | I O I |
2J + 2 |
| Rupaka | O I |
J + 2 |
| Jhampa | I U O |
J + 3 |
| Triputa | I O O |
J + 4 |
| Ata | I I O O |
2J + 4 |
| Eka | I |
J |
The five jatis
The laghu can take one of five lengths, called jatis. This is the only number that changes across the matrix.
| Jati | Laghu length |
|---|---|
| Tisra | 3 |
| Chatusra | 4 |
| Khanda | 5 |
| Misra | 7 |
| Sankirna | 9 |
The tala matrix
Seven shapes across five jatis give the 35 suladi sapta talas. Each cell is the total number of counts in one cycle, or avartana.
| Tala | Tisra (3) | Chatusra (4) | Khanda (5) | Misra (7) | Sankirna (9) |
|---|---|---|---|---|---|
| Dhruva | 11 | 14 | 17 | 23 | 29 |
| Matya | 8 | 10 | 12 | 16 | 20 |
| Rupaka | 5 | 6 | 7 | 9 | 11 |
| Jhampa | 6 | 7 | 8 | 10 | 12 |
| Triputa | 7 | 8 | 9 | 11 | 13 |
| Ata | 10 | 12 | 14 | 18 | 22 |
| Eka | 3 | 4 | 5 | 7 | 9 |
The best-known cycle, Adi tala, is simply the Chatusra-jati Triputa cell: I O O with a four-count laghu, giving 4 + 2 + 2 = 8.
Beyond the matrix — the Chapu talas
Two common cycles sit outside the matrix because they are felt in unequal groups rather than counted as laghu-and-drutam angas:
- Khanda Chapu — 5 small pulses, grouped 2 + 3.
- Misra Chapu — 7 small pulses, grouped 3 + 4.
Gati — subdividing each beat
The matrix fixes how many beats a cycle has. Gati, also called nadai, fixes how each single beat is divided, using the same five numbers. In konnakol, spoken syllable patterns can make these subdivisions audible:
| Gati | Common konnakol | Also spoken as | Built from |
|---|---|---|---|
| Tisra (3) | tha ki ta | ta ki ta | — |
| Chatusra (4) | tha ka dhi mi | ta ka dhi na | — |
| Khanda (5) | tha ka · tha ki ta | tha di gi na thom | 2 + 3 |
| Misra (7) | tha ki ta · tha ka dhi mi | tha ka dhi mi · tha ki ta | 3 + 4 (or 4 + 3) |
| Sankirna (9) | tha ka dhi mi · tha ka · tha ki ta | tha ki ta · tha ka dhi mi · tha ka | 4 + 2 + 3 |
Syllable sets vary by school; the table gives examples, not a compulsory vocabulary. The phrase tha di gi na thom offers another way to speak five.
The examples combine short syllable groups, including two, three and four. Seven shapes × five jatis × five gatis = 175 combinations in this scheme. That is the power of the generative view: the matrix describes the cycle, and the gati adds its inner movement. Carnatic rhythm also includes tala traditions outside this scheme.
Try it
Take Adi tala, Chatusra Triputa, in tisra gati: say tha ki ta inside each of the eight hand-counts. Keep the hand cycle steady — clap–fingers, clap–wave, clap–wave — while the syllables run three to a beat. Speed up only once the beat and the subdivision stay locked together.
Related: Tala · Laghu · Drutam · Anudrutam · Jati · Gati · Avartana