What you need before dividing
Begin with the Moon's sidereal longitude at the birth instant. Obtaining that longitude needs a reliable instant conversion, an ephemeris and a chosen ayanamsa. This page begins after that calculation; the notebook classifies a coordinate you supply and does not calculate a birth chart from a date.
One circle is 21,600 arcminutes. Dividing it into 27 equal sectors gives 800 arcminutes per nakshatra. Dividing a sector into four gives 200 arcminutes per pada.
Bharani, pada 2: a worked example
An invented Moon at 19° Aries has longitude 1,140 arcminutes.
- Sector index:
floor(1140 ÷ 800) = 1. Counting Ashwini as index 0 makes index 1 Bharani. - Offset within the sector:
1140 − 800 = 340arcminutes. - Pada:
floor(340 ÷ 200) + 1 = 2.
The Moon is therefore Bharani, pada 2 in this example. The notebook below uses whole degrees and arcminutes so you can reproduce those divisions without silently rounding a decimal.
Boundary rules that prevent off-by-one errors
Use half-open intervals: include the starting point and exclude the ending point. At exactly 13°20′ Aries, Ashwini has ended and Bharani begins. At exactly 3°20′ within a nakshatra, pada 2 begins. At a completed 360°, normalize back to 0° before classification.
Keep higher precision when using a real ephemeris. The notebook's one-arcminute grid is educational and cannot resolve positions separated by arcseconds. Do not use an approximate value to settle a close boundary dispute.
Find every sector in the 27-star table. If providers disagree, compare Lahiri and Raman and the numeric longitudes before comparing interpretations.
Try the arithmetic
Longitude notebook
Enter an illustrative sidereal longitude measured from 0° Aries. This one-arcminute exercise classifies a coordinate; it does not calculate a birth chart. Inputs stay on this device.
Bharani, pada 2
Aries 19°00′ · 1,140 arcminutes from 0° Aries
Sector index 1 (starting at zero); offset 340′. Pada = floor(340 ÷ 200) + 1.
Sources
Technical sources support calculation conventions; traditional sources support cultural context. Examples are invented for teaching. Sources checked 8 October 2026; no independent expert review is claimed.
