Calendars in India
Introduction
A calendar is a system of organising days for social, religious, commercial, or administrative purposes by naming periods of time (day, week, month, year). In India, three principal astronomical systems govern calendars:
- Solar System — based on Earth's revolution around the Sun
- Lunar System — based on the Moon's phases
- Luni-Solar System — year calculated by solar cycle; months by lunar divisions
Key Features of the Three Systems
Solar Year
- Duration: 365 days, 5 hours, 48 minutes, 46 seconds
- 12 months named after the 12 zodiac signs (Rashis)
- Maintains closest correspondence between year and seasons
- Solar months: Mesha (Aries), Vrishabham (Taurus), Mithuna (Gemini), Karka (Cancer), Simha (Leo), Kanya (Virgo), Tula (Libra), Vrischika (Scorpio), Dhanus (Sagittarius), Makara (Capricorn), Kumbha (Aquarius), Mina (Pisces)
Lunar Year
- Duration: 354 days (12 lunations of 29.26–29.80 days each)
- Falls 11 days short of solar year annually
- Months end either on Amavasya (new moon) or Purnima (full moon)
- Two methods of month commencement:
- Amasanta — begins with the bright fortnight (day after new moon)
- Purnimanta — begins with the dark fortnight (day after full moon)
- Most widely followed system across India
Luni-Solar Year
- Year calculated by solar cycle; months by lunar divisions
- Adjustment achieved through intercalation and suppression of days and months
- Followed in Hindu calendars
Critical Terminology
| Term | Meaning |
|---|---|
| Tithi / Vasara | Lunar day (avg. 23 hrs 37 min — 23 min less than solar day) |
| Divasa | Solar day (sunrise to sunrise) |
| Ghatika | 60 palas = 24 minutes |
| Pala | 60 vipalas = 24 seconds |
| Muhurta | 2 ghatikas = 48 minutes |
| Paksha | Fortnight |
| Shukla Paksha | Bright half — starts day after new moon |
| Krishna Paksha | Dark half — starts day after full moon |
| Nakshatra | Constellation; 28 in total; 2–3 nakshatras per rashi |
Time conversions:
- 1 divasa = 24 hours = 60 ghatikas
- 1 ghatika = 60 palas = 24 minutes
- 1 pala = 60 vipalas = 24 seconds
- 1 Muhurta = 2 ghatikas = 48 minutes
- 2.5 Muhurtas = 2 hours
Adhik Masa — Detailed Explanation
- Intercalary month added to the lunar calendar every 2.5 years
- Purpose: adjust the 11-day annual shortfall of the lunar year vs solar year
- Defined as: the month during which no Sankranti occurs (Sun does not transit any rashi)
- Contrasted with Kshaya Masa: month where two Sankrantis occur — this month is dropped
- Also called Mala Masa
Hindu Calendar (Panchanga)
Panchanga accounts for five (panch) limbs (angas):
- Tithi — lunar day
- Vaara — weekday
- Nakshatra — constellation
- Yoga — sum of longitudes of Sun and Moon
- Karana — half of a Tithi
Alternately stated as: year, month, paksha, tithi, ghatika.
Two halves of the Hindu solar year:
- Uttarayana — Makara Sankranti to Karka Sankranti (Paush/Jan to Ashadh/Jun) → God's Day
- Dakshinayana — July to December → God's Night
- One solar year = one day + one night of God
Nakshatras: 28 in total; each rashi has 2–3 nakshatras
The Four Yugas (Eras)
| Yuga | Duration | Characteristics |
|---|---|---|
| Satya / Krta Yuga | 1,728,000 years | Golden age; truth, no disease, no agriculture needed |
| Treta Yuga | 1,296,000 years | Virtue reduced; wars began; agriculture emerged |
| Dvapara Yuga | 864,000 years | Diseases rampant; humans discontent |
| Kali Yuga | 432,000 years | Age of darkness; currently running; began 3102 BC |
- 4 Yugas = 1 Mahayuga = 4.32 million human years
- 1,000 Mahayugas = 1 day of Brahma = 4.32 billion years
- 100 years of Brahma = 1 Mahakalpa
Classification of Indian Calendars
1. Vikram Samvat
- Origin: ~56 BC; attributed to King Vikramaditya of Ujjain (victory over Sakas)
- Alternative view: Originally the Malawa Gana era, renamed after Chandragupta Vikramaditya (~400 AD)
- Type: Lunar calendar based on ancient Hindu system
- Zero year: 56 BC
- Ahead of Gregorian: 56.7 years
- New year: first day after new moon in Chaitra (March–April Gregorian)
- In Nepal: begins mid-April (solar new year)
- 354 days, 12 months; months same as Saka
- Adhik Masa added every 3 years and 5 years (cycle)
- Most of India: year starts with Kartika as first month
- Used everywhere in India except Bengal
2. Saka Samvat
- Origin: Initiated by King Shalivahan in 78 AD
- Named after the Saka tribe
- Type: Both solar and lunar (Luni-Solar) — lunar months, solar year
- Zero year: near vernal equinox of 78 AD
- Begins: 22nd March every year (21st March in Gregorian leap years)
- 365 days per year; fixed number of days per month
- Month names same as Vikram Samvat: Chaitra, Vaisakha, Jyeshtha, Ashadha, Shravana, Bhadrapada, Ashwina, Kartika, Margshisha, Pausha, Magha, Phalguna
- National Calendar of India (adopted 1957)
3. Hijri Calendar
- Origin: Arabic; previously called Amulfil
- Renamed Hijri/Hejira after Prophet Mohammed's migration (Hijrat) from Mecca to Madina in 622 AD (52nd year of his life) → zero year
- Type: Purely Lunar — 12 months, 354 days
- Day commences at sunset
- No adjustment of lunar-solar difference → falls 1 year short every 33 years vs Gregorian
- 4 sacred months: 1st (Muharram), 7th (Rajab), 11th (Dhu-al-Qadah), 12th (Dhu-al-Hijjah)
- 12 months in order: Muharram, Safar, Rabi-al-Awwal, Rabi-ath-thani, Jumada-al-ula, Jumada-al-akhirah, Rajab, Shaban, Ramadan (9th — fasting month), Shawwal, Dhu-al-Qadah, Dhu-al-Hijjah
4. Gregorian Calendar
- Based on birth of Jesus Christ
- Type: Solar — 365 days, 5 hours, 48 minutes, 46 seconds
- Starts: 1st January
- Intercalation: 1 extra day every 4 years added to February (leap year)
- Year called a civil year
5. Zoroastrian Calendar
- Era commenced: 632 AD
- Parsis observe two new years:
- Jamshedi Navroz — equinox on March 21
- Kadmi new year / Pateti — August 31
National Calendar of India
- Saka Calendar is the National Calendar of India
- Adopted in 1957 by the Calendar Reforms Committee (set up by Government of India)
- Came into use: March 22, 1957 (Gregorian) = Chaitra 1, 1879 (Saka Samvat)
- Used in: Official Gazette notifications, All India Radio broadcasts, government communications
- Also used for calculating Hindu religious dates
- Purpose: synchronise 30 different calendars then in use across India
Comparison Table: Key Indian Calendars
| Feature | Vikram Samvat | Saka Samvat | Hijri |
|---|---|---|---|
| Type | Lunar | Luni-Solar | Lunar |
| Zero Year | 56 BC | 78 AD | 622 AD |
| Days/Year | 354 | 365 | 354 |
| New Year | Chaitra (Mar–Apr) | 22nd March | Varies |
| Adhik Masa | Yes (every 3/5 yrs) | Not specified | No |
| National Status | No | Yes (1957) | No |
Applied Anchors
- Indian Heritage & Identity: The plurality of Indian calendars reflects India's civilisational depth — from astronomical precision of Vedic/Hindu traditions to the Islamic Hijri calendar adopted during Mughal rule.
- Continuity of Traditions: The Panchanga system and Nakshatra-based reckoning have been continuously used for over 2,000 years, forming the backbone of Hindu ritual life.
- Cultural Preservation: The Calendar Reforms Committee (1957) represents a modern state's effort to codify and preserve indigenous astronomical knowledge while creating administrative uniformity.
- Religion–Philosophy–Art Linkage: The Yuga concept (Satya–Treta–Dvapara–Kali) permeates Hindu cosmology, literature (Puranas, Mahabharata), temple iconography, and festivals.
- UNESCO / Modern Relevance: The Nakshatra system and the precision of Indian astronomical traditions (used to predict eclipses, determine auspicious timings) reflect advanced ancient scientific knowledge.
- Interlinks: Calendars ↔ Festivals ↔ Agricultural cycles ↔ Religion ↔ Regional Kingdoms (Vikramaditya, Shalivahan)
Exam Traps
- Adhik Masa vs Kshaya Masa: Adhik Masa = no Sankranti in that month (extra month). Kshaya Masa = two Sankrantis in a month (dropped month). Do NOT confuse.
- Vikram Samvat zero year: 56 BC (NOT 78 AD — that is Saka). Common reversal trap.
- Saka Samvat zero year: 78 AD (NOT 56 BC).
- Hijri calendar start: 622 AD (Prophet's migration), NOT 632 AD (Zoroastrian Calendar).
- Lunar year shortfall: 11 days short of solar year (NOT 10, 12, or 13).
- Intercalary month frequency: Every 2.5 years (NOT every 2, 3, or 5 years independently — Vikram Samvat adds it in a 3-year/5-year cycle).
- Shukla vs Krishna Paksha: Shukla = bright half = starts after NEW moon. Krishna = dark half = starts after FULL moon. This is counterintuitive — memorise carefully.
- Amasanta vs Purnimanta: Amasanta starts with bright fortnight (after new moon); Purnimanta starts with dark fortnight (after full moon).
- National Calendar adoption year: 1957 (NOT 1950 or 1947).
- Muhurta = 48 minutes (2 ghatikas), NOT 45 or 60 minutes.
- Saka Calendar starts 22nd March in normal years, 21st March in Gregorian leap years.
- Hijri Calendar has NO intercalation — unlike Hindu lunar calendars, it does not adjust for solar year, causing it to shift by ~11 days per year vs Gregorian.
- Hijri sacred months: 1st, 7th, 11th, 12th — NOT 1st, 5th, 9th, 12th.
- Ramadan is the 9th month of the Hijri calendar — not the first.
- Panchanga has 5 angas — do not confuse with navagrahas or any other grouping.
Quick Revision Points
- Solar year = 365 days 5 hrs 48 min 46 sec; Lunar year = 354 days; difference = 11 days
- Adhik Masa (= Mala Masa) added every 2.5 years; defined by absence of Sankranti
- Kshaya Masa = two Sankrantis in one month — dropped
- Tithi = lunar day (avg 23 hrs 37 min); Divasa = solar day
- 1 Muhurta = 48 min; 2.5 Muhurtas = 2 hours
- Panchanga five limbs: Tithi, Vaara, Nakshatra, Yoga, Karana
- 28 Nakshatras; each rashi = 2–3 nakshatras
- Uttarayana (Jan–Jun) = God's Day; Dakshinayana (Jul–Dec) = God's Night
- Kali Yuga started 3102 BC; currently running
- Vikram Samvat: 56 BC, lunar, used except Bengal
- Saka Samvat: 78 AD, luni-solar, 365 days, starts 22nd March, National Calendar since 1957
- Hijri: 622 AD, purely lunar, 354 days, no intercalation, falls 1 yr short every 33 years, day begins at sunset
- Gregorian: solar, 365 days, starts 1st Jan, leap day in February
- Zoroastrian: 632 AD; two new years (21 March & 31 August)
- National Calendar adopted: March 22, 1957 = Chaitra 1, 1879 Saka
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