The Hindu calendar or Panchang (Sanskrit: पञ्चाङ्ग), or Panjika, refers to a set of various lunisolar calendars that are traditionally used in the Indian subcontinent and South-east Asia, with further regional variations for social and Hindu religious purposes. They adopt a similar underlying concept for timekeeping based on sidereal year for solar cycle and adjustment of lunar cycles in every three years, however also differ in their relative emphasis to moon cycle or the sun cycle and the names of months and when they consider the New Year to start. Of the various regional calendars, the most studied and known Hindu calendars are the Shalivahana Shaka found in the Deccan region of Southern India, Vikram Samvat (Bikrami) found in Nepal, North and Central regions of India – all of which emphasize the lunar cycle. Their new year starts in spring. In contrast, in regions such as Tamil Nadu and Kerala, the solar cycle is emphasized and this is called the Tamil Calendar (Though Tamil Calendar uses month names like in Hindu Calendar) and Malayalam calendar, their new year starts in autumn, and these have origins in the second half of the 1st millennium CE. A Hindu calendar is sometimes referred to as Panchangam (पञ्चाङ्ग), which is known also known as Panjika in Eastern India.
The ancient Hindu calendar conceptual design is also found in the Hebrew calendar, the Chinese calendar, and the Babylonian calendar, but different from the Gregorian calendar. Unlike the Gregorian calendar which adds additional days to the lunar month to adjust for the mismatch between twelve lunar cycles (354 lunar days) and nearly 365 solar days, the Hindu calendar maintains the integrity of the lunar month, but inserts an extra full month by complex rules, once every 32–33 months, to ensure that the festivals and crop-related rituals fall in the appropriate season.
The Hindu calendars have been in use in the Indian subcontinent since Vedic times, and remain in use by the Hindus all over the world, particularly to set Hindu festival dates. Early Buddhist communities of India adopted the ancient Vedic calendar, later Vikrami calendar and then local Buddhist calendars. Buddhist festivals continue to be scheduled according to a lunar system. The Buddhist calendar and the traditional lunisolar calendars of Cambodia, Laos, Myanmar, Sri Lanka and Thailand are also based on an older version of the Hindu calendar. Similarly, the ancient Jain traditions have followed the same lunisolar system as the Hindu calendar for festivals, texts and inscriptions. However, the Buddhist and Jain timekeeping systems have attempted to use the Buddha and the Mahavira's lifetimes as their reference points.
- 1 Origins
- 2 Texts
- 3 Year: Samvat
- 4 Months
- 5 Day
- 6 Festival calendar: solar and lunar dates
- 7 Regional variants
- 8 See also
- 9 References
- 10 Further reading
- 11 External links
[The current year] minus one,
multiplied by twelve,
multiplied by two,
added to the elapsed [half months of current year],
increased by two for every sixty [in the sun],
is the quantity of half-months (syzygies).
— Rigveda Jyotisha-vedanga 4
Translator: Kim Plofker
The Vedic culture developed a sophisticated time keeping methodology and calendars for Vedic rituals, and timekeeping as well as the nature of solar and moon movements are mentioned in Vedic texts. For example, Kaushitaki Brahmana chapter 19.3 mentions the shift in the relative location of the sun towards north for 6 months, and south for 6 months.
Time keeping was important to Vedic rituals, and Jyotisha was the Vedic era field of tracking and predicting the movements of astronomical bodies in order to keep time, in order to fix the day and time of these rituals. This study was one of the six ancient Vedangas, or ancillary science connected with the Vedas – the scriptures of Vedic Sanatan Sanskriti.
David Pingree has proposed that the field of timekeeping in Jyotisha may have been "derived from Mesopotamia during the Achaemenid period", but Yukio Ohashi considers this proposal as "definitely wrong". Ohashi states that this Vedanga field developed from actual astronomical studies in ancient Vedic Period. The texts of Vedic Jyotisha sciences were translated into the Chinese language in the 2nd and 3rd centuries CE, and the Rigvedic passages on astronomy are found in the works of Zhu Jiangyan and Zhi Qian. According to Subhash Kak, the beginning of the Hindu calendar was much earlier. He cites Greek historians describing Maurya kings referring to a calendar which originated in 6676 BC known as Saptarsi calendar.
Dharmic (Hindu) scholars kept precise time by observing and calculating the cycles of Surya i.e. the sun, moon and the planets. These calculations about the sun appear in various astronomical texts in Sanskrit, such as the 5th-century Aryabhatiya by Aryabhata, the 6th-century Romaka by Latadeva and Panca Siddhantika by Varahamihira, the 7th-century Khandakhadyaka by Brahmagupta and the 8th-century Sisyadhivrddida by Lalla. These texts present Surya and various planets and estimate the characteristics of the respective planetary motion. Other texts such as Surya Siddhanta dated to have been completed sometime between the 5th century and 10th century present their chapters on various deified planets with stories behind them.
The manuscripts of these texts exist in slightly different versions. They present Surya, planet-based calculations and Surya's relative motion to earth. These vary in their data, suggesting that the text were open and revised over their lives. For example, the 1st millennium CE Sanathana Dharma (Hindu) scholars calculated the sidereal length of a year as follows, from their astronomical studies, with slightly different results:
|Hindu text||Estimated length of the sidereal year|
|Surya Siddhanta||365 days, 6 hours, 12 minutes, 36.56 seconds|
|Paulica Siddhanta||365 days, 6 hours, 12 minutes, 36 seconds|
|Paracara Siddhanta||365 days, 6 hours, 12 minutes, 31.50 seconds|
|Arya Siddhanta||365 days, 6 hours, 12 minutes, 30.84 seconds|
|Laghu Arya Siddhanta||365 days, 6 hours, 12 minutes, 30 seconds|
|Siddhanta Shiromani||365 days, 6 hours, 12 minutes, 9 seconds|
The Hindu texts used the lunar cycle for setting months and days, but the solar cycle to set the complete year. This system is similar to the Jewish and Babylonian ancient calendars, creating the same challenge of accounting for the mismatch between the nearly 354 lunar days in twelve months, versus nearly 365 solar days in a year. They tracked the solar year by observing the entrance and departure of Surya (sun, at sunrise and sunset) in the constellation formed by stars in the sky, which they divided into 12 intervals of 30 degrees each. Like other ancient human cultures, Hindus innovated a number of systems of which intercalary months became most used, that is adding another month every 32.5 months on average. As their calendar keeping and astronomical observations became more sophisticated, the Hindu calendar became more sophisticated with complex rules and greater accuracy.
According to Scott Montgomery, the Siddhanta tradition at the foundation of Hindu calendars predate the Christian era, once had 18 texts of which only 5 have survived into the modern era. These texts provide specific information and formulae on motions of sun, moon and planets, to predict their future relative positions, equinoxes, rise and set, with corrections for prograde, retrograde motions, as well as parallax. These ancient scholars attempted to calculate their time to the accuracy of a truti (29.63 microseconds). In their pursuit of accurate tracking of relative movements of celestial bodies for their calendar, they had computed the mean diameter of the earth, which was very close to the actual 12,742 km (7,918 mi).
Hindu calendars were refined during the Gupta era astronomy by Āryabhaṭa and Varāhamihira in the 5th to 6th century. These, in turn, were based in the astronomical tradition of Vedāṅga Jyotiṣa, which in the preceding centuries had been standardised in a number of (non-extant) works known as Sūrya Siddhānta. Regional diversification took place in the medieval period. The astronomical foundations were further developed in the medieval period, notably by Bhāskara II (12th century).
Later, the term Jyotisha evolved to include Hindu astrology. The astrological application of the Hindu calendar was a field that likely developed in the centuries after the arrival of Greek astrology with Alexander the Great, because their zodiac signs are nearly identical.
The ancient Hindu texts on Jyotisha only discuss timekeeping, and never mention astrology or prophecy. These ancient texts predominantly cover astronomy, but at a rudimentary level. Later medieval era texts such as the Yavana-jataka and the Siddhanta texts are more astrology-related.
Balinese Hindu calendar
Hinduism and Buddhism were the prominent religions of southeast Asia in the 1st millennium CE, prior to the Islamic conquest that started in the 14th century. The Hindus prevailed in Bali, Indonesia, and they have two types of Hindu calendar. One is a 210-day based Pawukon calendar which likely is a pre-Hindu system, and another is similar to lunisolar calendar system found in South India and it is called the Balinese saka calendar which uses Hindu methodology. The names of month and festivals of Balinese Hindus, for the most part, are different, though the significance and legends have some overlap.
Samvat refers to era of the several Hindu calendar systems in Nepal and India, in a manner that the consecutive years 1 BC and AD 1 mark the Christian era and the BC/AD system. There are several samvat found in historic Buddhist, Hindu and Jaina texts and epigraphy, of which three are most significant: Vikrama era, Old Shaka era and Shaka era of 78 AD.
- Vikram Samvat (Bikram Sambat): A northern India almanac which started in 57 BCE, and is also called the Vikrama Era. It is related to the Bikrami calendar, and is linked to Vikramaditya. The year starts from the month of Baishakh / Vaishakha. This system is common in epigraphic evidence from northern, western, central and eastern Indian subcontinent, particularly after the early centuries of the 1st millennium CE.
- Shaka Samvat: There are two Shaka era system in scholarly use, one is called Old Shaka Era, whose epoch is uncertain, probably sometime in the 1st millennium BCE because ancient Buddhist, Jaina and Hindu inscriptions and texts use it. However, the starting point of Old Shaka Era is a subject of dispute among scholars. The second system is called Saka Era of 78 AD, or simply Saka Era, a system that is common in epigraphic evidence from southern India.
- Saka era of Southeast Asia: The Hindu calendar system in Indonesia is attributed to the legend of Hindus arriving with a sage Aji Saka in the 1st century Java, in the March of 78 CE. Numerous ancient and medieval era texts and inscriptions found in Indonesian islands use this reference year. In mainland southeast Asia, the earliest verifiable use of Hindu Saka methodology in inscriptions is marked Saka 533 in Ankor Borei, which corresponds to 611 CE, while in the Indonesian islands, the Kedukan Bukti inscription in Sumatra, marked to Saka 605 (683 CE) is one of the earliest known. However, these inscriptions set the floruit, and the Hindu calendaring methodology likely existed in southeast Asia before these dates to be used in important monuments. Further, the Hindu calendar system remained popular among the Hindus through about the 15th century, and thereafter in Bali Indonesia.
- Indian national calendar (modern): combined many Hindu calendars into one official standardized one, but old ones remain in use.
Amanta and Purnima systems
Two traditions have been followed in the Indian subcontinent with respect to lunar months: Amanta tradition which ends the lunar month on no moon day, while Purnimanta tradition which ends it on full moon day.
The Amanta (Amavasyanta, Mukhyamana) tradition is followed by all Indian states that have a peninsular coastline (except Odisha), as well as Assam and Tripura. The states are Gujarat, Maharashtra, Goa, Karnataka, Kerala, Tamilnadu, Andhra Pradesh, Telangana, and West Bengal. Odisha and all other states follow the Purnimanta (Gaunamana) tradition.
Purnimanta tradition was being followed in the Vedic era. It was replaced with Amanta system and in use as the Hindu calendar system prior to 1st century BCE, but the Purnimanta tradition was restarted in 57 BCE by Vikramaditya who wanted to return to the Vedic roots. The presence of this system is one of the factors considered in dating ancient Indian manuscripts and epigraphical evidence that have survived into the modern era.
A month contains two fortnights called pakṣa (पक्ष, literally "side"). One fortnight is the bright, waxing half where the moon size grows and it ends in the full moon. This is called "Gaura Paksha" or Shukla Paksha. The other half is the darkening, waning fortnight which ends in the new moon. This is called "Vadhya Paksha" or Krishna Paksha. The Hindu festivals typically are either on or the day after the full moon night or the darkest night (amavasya, अमावास्या), except for some associated with Krishna, Durga or Rama. The lunar months of the hot summer and the busy major cropping-related part of the monsoon season typically do not schedule major festivals.
A combination of the Paksha system, and the two traditions of Amanta and Purnimanta systems, has led to alternate ways of dating any festival or event in the historic Hindu, Buddhist or Jain literature, and contemporary regional literature or festival calendars. For example, the Hindu festival of colours called Holi falls on the first day (full moon) of Chaitra lunar month's dark fortnight in the Purnimanta system, while the same exact day for Holi is expressed in Amanta system as the Purnima (full moon) lunar day of Phalguna. Both time measuring and dating systems are equivalent ways of meaning the same thing, they continue to be in use in different regions, though the Purnimanta system is now typically assumed as implied in modern Indology literature if not otherwise specified.
Solar month names
There are 12 months in the Vedic lunar calendar (Sanskrit: मासाः). If the transits of the Sun through various constellations (Rāśi) are used, then we get solar months, which do not shift with reference to the Gregorian calendar. In practice, solar months are mostly referred as Rāśi (not months). The solar months (Rāśi) along with the approximate correspondence to Hindu seasons and Gregorian months are:
|Ṛtu in Devanagari script||Bengali name for Ṛtu||Gujarati name for Ṛtu||Kannada name for Ṛtu||Kashmiri name for Ṛtu||Malayalam name for Ṛtu||Odia name for Ṛtu||Tamil name for Ṛtu||Telugu name for Ṛtu||Tibetan name for Ṛtu||Kalachakra tantra Tibetan-name for Ṛtu|
|वसन्त||বসন্ত (Bôsôntô)||વસંત ઋતુ (Vasaṃta r̥tu)||ವಸಂತ ಋತು (Vasaṃta Ṛtu)||سونٛتھ
|വസന്തം (Vasaṃtam)||ବସନ୍ତ (Basanta)||பின்பனி (pinpani)||వసంత ఋతువు (Vasaṃta Ṛtuvu)||དཔྱིད་ར་བ་དང་དཔྱིད་བར་མ (shid rawa, thang, shid warma)||དཔྱིད་ཀ (shid ka)|
|ग्रीष्म||গ্রীষ্ম (Grishsho)||ગ્રીષ્મ ઋતુ (Grīṣma r̥tu)||ಗ್ರೀಷ್ಮ ಋತು (Grīṣma Ṛtu)||گرٛێشِم
|ഗ്രീഷ്മം (Grīṣmam)||ଗ୍ରୀଷ୍ମ (Grīsma)||இளவேனில் (ilavenil)||గ్రీష్మ ఋతువు (Grīṣma Ṛtuvu)||དཔྱིད་ཐ་མ་དང་དབྱར་ར་བ། (shid dama, thang, yar rawa)||སོ་ག(soga)|
|वर्षा||বর্ষা (Bôrsha)||વર્ષા ઋતુ (Varṣa r̥tu)||ವರ್ಷ ಋತು (Varṣa Ṛtu)||ؤہراتھ
|വര്ഷം (Varṣām)||ବର୍ଷା (Barsā)||முதுவேனில் (mudhuvenil)||వర్ష ఋతువు (Varṣa Ṛtuvu)||དབྱར་བར་མ་དང་དབྱར་ཐ་མ (yarwarma, thang, yardama)||དབྱར་ག (yarka)|
|शरद्||শরৎ(Shôrôt)||શરદ ઋતુ (Śarad r̥tu)||ಶರದೃತು (Śaradṛtu)||ہَرُد
|ശരത് (Śarat)||ଶରତ (Sarata)||கார் (kaar)||శరదృతువు (Śaradṛtuvu)||སྟོན་ར་བ་དང་སྟོན་བར་མ (ston rawa, thang, ston warma)||སྟོན་ཁ (stonka)|
|हेमन्त||হেমন্ত (Hemôntô)||હેમંત ઋતુ (Hēmaṃta r̥tu)||ಹೇಮಂತ ಋತು (Hēmaṃta Ṛtu)||وَنٛدٕ
|ഹേമന്തം (Hemantam)||ହେମନ୍ତ (Hemanta)||குளிர் (kulir)||హేమంత ఋతువు (Hēmaṃta Ṛtuvu)||སྟོན་ཐ་མ་དང་དགུན་ར་བ (ston da ma, thang, dgun rawa)||དགུན་སྟོད (dgun stod)|
|शिशिर||শীত (Śeet)||શિશિર ઋતુ (Śiśira r̥tu)||ಶಿಶಿರ ಋತು (Śiśira Ṛtu)||شِشُر
|ശിശിരം (Śiśiram)||ଶୀତ/ଶିଶିର (Sīta/Sisira)||முன்பனி (munpani)||శిశిర ఋతువు (Śiśira Ṛtuvu)||དགུན་བར་མ་དང་དགུན་ཐ་མ (dgun warma, thang, dgun dama)||དགུན་སྨད (dgun smad)|
Lunar months and approximate correspondence
The names of the Hindu months vary by region. Those Hindu calendars which are based on lunar cycle are generally phonetic variants of each other, while the solar cycle are generally variants of each other too, suggesting that the timekeeping knowledge travelled widely across the Indian subcontinent in ancient times.
The Tamil lunar month names are forward shifted by a month compared to Vikrami month names, in part because Tamil calendar integrates greater emphasis for the solar cycle in a manner similar to the neighboring Kerala region and it follows the Amanta system for lunar months. This is in contrast to Vikrami calendar which keeps the Purnimanta system and emphasizes the lunar cycle. A few major calendars are summarized below:
|1||Vaisākha||Mēsha||वैशाख||ব’হাগ (Böhag)||বৈশাখ (Boiśākh)||ವೈಶಾಖ (Vaisākha)||وَہؠکھ
|Medam||𑒥𑒻𑒮𑒰𑒐 (Baishakh)||ꯁꯖꯤꯕꯨ (Sajibu)||ବୈଶାଖ (Baisākha)||ਵਸਾਖ
|2||Jyeshta||Vrisha||ज्येष्ठ||জেঠ (Zeth)||জ্যৈষ্ঠ (Jyoisthô)||ಜ್ಯೇಷ್ಠ (Jyeshta)||زیٹھ
|Edavam||𑒖𑒹𑒚 (Jeth)||ꯀꯥꯂꯦꯟ (Kalen)||ଜ୍ୟେଷ୍ଠ (Jyesṭha)||ਜੇਠ
|3||Āshāda||Mithuna||आषाढ़||আহাৰ (Ahar)||আষাঢ় (Āsādh)||ಆಷಾಢ (Āshāda)||ہار
|Mithunam||𑒁𑒮𑒰𑒜𑓃 (Asadh)||ꯏꯉꯥ (Eenga)||ଆଷାଢ଼ (Āsādha)||ਹਾੜ੍ਹ
|4||Shraavana||Karka||श्रावण||শাওণ (Xaün)||শ্রাবণ (Śrābôṇ)||ಶ್ರಾವಣ (Shrāvana)||شرٛاوُن
|Karkadakam||𑒮𑒰𑒍𑒢 (Saon)||ꯏꯉꯦꯟ (Eengen)||ଶ୍ରାବଣ (Srābaṇa)||ਸਾਓਣ
|5||Bhādra||Singa||भाद्र / भाद्रपद||ভাদ (Bhado)||ভাদ্র (Bhādrô)||ಭಾದ್ರಪದ (Bhādrapada)||بٲدٕرپؠتھ
|Chingam||𑒦𑒰𑒠𑒼 (Bhado)||ꯊꯧꯋꯥꯟ (Thouwan)||ଭାଦ୍ରବ (Bhādraba)
|6||Ashwina||Kanya||आश्विन||আহিন (Ahin)||আশ্বিন (Āśhshin)||ಆಶ್ವಯುಜ (Āswayuja)||ٲشِد
|Kanni||𑒂𑒮𑒱𑒢 (Aasin)||ꯂꯥꯡꯕꯟ (Langban)||ଆଶ୍ୱିନ (Āswina)||ਅੱਸੂ
|7||Kartika||Tula||कार्तिक||কাতি (Kati)||কার্তিক (Kārtik)||ಕಾರ್ತೀಕ (Kārtika)||کارتِکھ
|Tulam||𑒏𑒰𑒞𑒱𑒏 (Katik)||ꯃꯦꯔꯥ (Mera)||କାର୍ତ୍ତିକ (Kārttika)||ਕੱਤਕ
|Vrischika||मंसिर / मार्गशीर्ष||আঘোণ (Aghün)||অগ্রহায়ণ (Ôgrôhāyôn)||ಮಾರ್ಗಶಿರ (Mārgasira)||مَنٛجہۆر
|Vrischikam||𑒁𑒑𑒯𑒢 (Agahan)||ꯍꯤꯌꯥꯡꯀꯩ (Heeyangkei)||ମାର୍ଗଶିର (Mārgasira)||ਮੱਘਰ
|9||Pausha||Dhanus||पुष / पौष||পোহ (Puh)||পৌষ (Poush)||ಪುಷ್ಯ (Pushya)||پوہ
|Dhanu||𑒣𑒴𑒮 (Poos)||ꯄꯣꯢꯅꯨ (Poinu)||ପୌଷ (Pausa)||ਪੋਹ
|10||Māgha||Makara||माघ||মাঘ (Magh)||মাঘ (Māgh)||ಮಾಘ (Magha)||ماگ
|Makaram||𑒧𑒰𑒒 (Magh)||ꯋꯥꯛꯆꯤꯡ (Wakching)||ମାଘ (Māgha)||ਮਾਘ
|11||Phālguna||Kumbha||फागुन / फाल्गुन||ফাগুন (Phagun)||ফাল্গুন (Phālgun)||ಫಾಲ್ಗುಣ (Phalguna)||پھاگُن
|Kumbham||𑒤𑒰𑒑𑒳𑒢 (Fagun)||ꯐꯥꯢꯔꯦꯜ (Fairel)||ଫାଲ୍ଗୁନ (Phālguna)
|12||Chaitra||Mina||चैत्र||চ’ত (Söt)||চৈত্র (Choitrô)||ಚೈತ್ರ (Chaitra)||ژِتھٕر
|Minam||𑒔𑒻𑒞𑒱 (Chait)||ꯂꯝꯇꯥ (Lamta)||ଚୈତ୍ର (Chaitra)||ਚੇਤ
Corrections between lunar and solar months
Twelve Hindu mas (māsa, lunar month) are equal to approximately 354 days, while the length of a sidereal (solar) year is about 365 days. This creates a difference of about eleven days, which is offset every (29.53/10.63) = 2.71 years, or approximately every 32.5 months. Purushottam Maas or Adhik Maas is an extra month that is inserted to keep the lunar and solar calendars aligned. The twelve months are subdivided into six lunar seasons timed with the agriculture cycles, blooming of natural flowers, fall of leaves, and weather. To account for the mismatch between lunar and solar calendar, the Hindu scholars adopted intercalary months, where a particular month just repeated. The choice of this month was not random, but timed to sync back the two calendars to the cycle of agriculture and nature.
The repetition of a month created the problem of scheduling festivals, weddings and other social events without repetition and confusion. This was resolved by declaring one month as Shudha (pure, clean, regular, proper, also called Deva month) and the other Mala or Adhika (extra, unclean and inauspicious, also called Asura masa).
The Hindu mathematicians who calculated the best way to adjust the two years, over long periods of a yuga (era, tables calculating 1000 of years), they determined that the best means to intercalate the months is to time the intercalary months on a 19-year cycle. This intercalation is generally adopted in the 3rd, 5th, 8th, 11th, 14th, 16th and 19th year of this cycle. Further, the complex rules rule out the repetition of Mārgasirsa (also called Agrahayana), Pausha and Maagha lunar months. The historic Hindu texts are not consistent on these rules, with competing ideas flourishing in the Hindu culture.
The Hindu calendar makes further rare adjustments, over a cycle of centuries, where a certain month is considered kshaya month (dropped). This occurs because of the complexity of the relative lunar, solar and earth movements. Underhill (1991) describes this part of Hindu calendar theory: "when the sun is in perigee, and a lunar month being at its longest, if the new moon immediately precedes a samkranti, then the first of the two lunar months is deleted (called nija or kshaya)." This, for example, happened in the year 1 BCE, when there was no new moon between Makara samkranti and Kumbha samkranti, and the month of Pausha was dropped.
Just like months, the Hindu calendar has two measures of a day, one based on the lunar movement and the other on solar. The solar day or civil day, called divasa ( दिवस), has been what most Hindus traditionally use, is easy and empirical to observe, by poor and rich, with or without a clock, and it is defined as the period from one sunrise to another. The lunar day is called tithi (तिथि), and this is based on complicated measures of lunar movement. A lunar day or tithi may, for example, begin in the middle of an afternoon and end next afternoon. Both these days do not directly correspond to a mathematical measure for a day such as equal 24 hours of a solar year, a fact that the Hindu calendar scholars knew, but the system of divasa was convenient for the general population. The tithi have been the basis for timing rituals and festivals, while divasa for everyday use. The Hindu calendars adjust the mismatch in divasa and tithi, using a methodology similar to the solar and lunar months.
A Tithi is technically defined in Vedic texts, states John E. Cort, as "the time required by the combined motions of the sun and moon to increase (in a bright fortnight) or decrease (in a dark fortnight) their relative distance by twelve degrees of the zodiac. These motions are measured using a fixed map of celestial zodiac as reference, and given the elliptical orbits, a duration of a tithi varies between 21.5 and 26 hours, states Cort. However, in the Indian tradition, the general population's practice has been to treat a tithi as a solar day between one sunrise to next.
A lunar month has 30 tithi. The technical standard makes each tithi contain different number of hours, but helps the overall integrity of the calendar. Given the variation in the length of a solar day with seasons, and moon's relative movements, the start and end time for tithi varies over the seasons and over the years, and the tithi adjusted to sync with divasa periodically with intercalation.
Vāsara refers to the weekdays in Sanskrit. Also referred to as Vara and used as a suffix. The correspondence between the names of the week in Hindu and other Indo-European calendars are exact. This alignment of names probably took place sometime during the 3rd century CE. The weekday of a Hindu calendar has been symmetrically divided into 60 ghatika, each ghatika (24 minutes) is divided into 60 pala, each pala (24 seconds) is subdivided into 60 vipala, and so on.
|No.||Sanskrit||Latin weekday||Celestial object||Assamese||Bengali||Bhojpuri||Gujarati||Hindi||Kannada||Kashmiri||Konkani||Malayalam||Maithili||Marathi||Meitei
(Hindus and Sikhs)[note 1]
|Sunday/dies Solis||Ravi, Aditya = Sun||Dêûbār/Rôbibār
|Monday/dies Lunae||Soma (deity), Chandra = Moon||Xûmbār
|Tuesday/dies Martis||Maṅgala = Mars||Môṅôlbār/Môṅgôlbār
|Wednesday/dies Mercurii||Budha = Mercury||Budhbār
|Thursday/dies Iovis/Jupiter||Deva-Guru Bṛhaspati = Jupiter||Brihôspôtibār
గురువారం, బృహస్పతివారం, లక్ష్మీవారం
|Friday/dies Veneris||Śukra = Venus||Xukurbār/Xukrôbār
|Saturday/dies Saturnis||Śani = Saturn||Xônibār
The term -vāsara is often realised as vāra or vaar in Sanskrit-derived and influenced languages. There are many variations of the names in the regional languages, mostly using alternate names of the celestial bodies involved.
Five limbs of time
The complete Vedic calendars contain five angas or parts of information: lunar day (tithi), solar day (diwas), asterism (naksatra), planetary joining (yoga) and astronomical period (karanam). This structure gives the calendar the name Panchangam. The first two are discussed above.
This section needs additional citations for verification.(March 2010)
The Sanskrit word Yoga means "union, joining, attachment", but in astronomical context, this word means latitudinal and longitudinal information. The longitude of the sun and the longitude of the moon are added, and normalised to a value ranging between 0° to 360° (if greater than 360, one subtracts 360). This sum is divided into 27 parts. Each part will now equal 800' (where ' is the symbol of the arcminute which means 1/60 of a degree). These parts are called the yogas. They are labelled:
Again, minor variations may exist. The yoga that is active during sunrise of a day is the prevailing yoga for the day.
A karaṇa is half of a tithi. To be precise, a karaṇa is the time required for the angular distance between the sun and the moon to increase in steps of 6° starting from 0°. (Compare with the definition of a tithi.)
Since the tithis are 30 in number, and since 1 tithi = 2 karaṇas, therefore one would logically expect there to be 60 karaṇas. But there are only 11 such karaṇas which fill up those slots to accommodate for those 30 tithis. There are actually 4 "fixed" (sthira) karaṇas and 7 "repeating" (cara) karaṇas.
- Śakuni (शकुनि)
- Catuṣpāda (चतुष्पाद)
- Nāga (नाग)
The 7 "repeating" karaṇas are:
- Vava or Bava (बव)
- Valava or Bālava (बालव)
- Kaulava (कौलव)
- Taitila or Taitula (तैतिल)
- Gara or Garaja (गरज)
- Vaṇija (वणिज)
- Viṣṭi (Bhadra) (भद्रा)
- Now the first half of the 1st tithi (of Śukla Pakṣa) is always Kiṃtughna karaṇa. Hence this karaṇa is "fixed".
- Next, the 7-repeating karaṇas repeat eight times to cover the next 56 half-tithis. Thus these are the "repeating" (cara) karaṇas.
- The 3 remaining half-tithis take the remaining "fixed" karaṇas in order. Thus these are also "fixed" (sthira).
- Thus one gets 60 karaṇas from those 11 preset karaṇas.
The Vedic day begins at sunrise. The karaṇa at sunrise of a particular day shall be the prevailing karaṇa for the whole day. (citation needed )
Nakshatras are divisions of ecliptic, each 13° 20', starting from 0° Aries. The purnima of each month is synchronised with a nakshatra.
Festival calendar: solar and lunar dates
Many holidays in the Hindu, Buddhist and Jaina traditions are based on the lunar cycles in the lunisolar timekeeping with foundations in the Hindu calendar system. A few holidays, however, are based on the solar cycle, such as the Vaisakhi, Pongal and those associated with Sankranti. The dates of the lunar cycle based festivals vary significantly on the Gregorian calendar and at times by several weeks.The solar cycle based ancient Hindu festivals almost always fall on the same Gregorian date every year and if they vary in an exceptional year, it is by one day.
The Hindu Calendar Reform Committee, appointed in 1952, identified more than thirty well-developed calendars, in use across different parts of India.
Variants include the lunar emphasizing Vikrama, the Shalivahana calendars, as well as the solar emphasizing Tamil calendar and Malayalam calendar. The two calendars most widely used today are the Vikrama calendar, which is in followed in western and northern India and Nepal, the Shalivahana Shaka calendar which is followed in the Deccan region of India (Comprising present day Indian states of Telangana, Andhra Pradesh, Karnataka, Maharashtra, and Goa).
Calendars based on lunar cycle (lunar months in solar year, lunar phase for religious dates and new year):
- Vikram Samvat
- Vikrami era- North and Central India (Lunar)
- Gujarati samvat- Gujarat, Rajasthan
- Sindhi samvat- Sindhis
- Shalivahana calendar (Shaka era)- Used in Deccan region states of Maharashtra, Goa, Karnataka, Andhra Pradesh, Telangana
- Saptarishi era calendar- Kashmiri Pandits
- Nepal Sambat- Newaris in Nepal, Sikkim
- Meitei calendar- Manipur
Calendars based on solar cycle (solar months in solar year, lunar phase for religious dates but new year which falls on solar date- South and Southeast Asian solar New Year):
- Assamese calendar- Assam
- Bengali calendar- West Bengal
- Odia calendar- Odisha
- Tirhuta Panchang- Maithilis
- Tripuri calendar- Tripura
- Malayalam calendar- Kerala
- Tamil calendar- Tamil Nadu
- Tulu calendar- Tulus
- Vikram Samvat
- Punjabi calendar- Punjab, Haryana
- Vikrami era- North and Central India (Solar)
- Bikram Sambat- Nepal, Sikkim
- Indian national calendar- used by Indian Government (civil calendar based on solar months)
- Vira Nirvana Samvat (Lunar)- Jain
- Nanakshahi calendar (Solar)- Sikh
- Buddhist calendar (Lunar)- Buddhist
- Tibetan calendar (Lunar)- Tibet, Ladakh, Sikkim, Arunachal Pradesh
- Pawukon calendar- Bali
- Balinese saka calendar (Lunar)- Bali
- Cham calendar (Lunar)- Chams
- Chula Sakarat (Solar)- Myanmar
- Thai solar calendar- Thailand
- Thai lunar calendar- Thailand
- Khmer calendar (Solar)- Cambodia
- B. Richmond (1956). Time Measurement and Calendar Construction . Brill Archive. pp. 80–82. Retrieved 18 September 2011.
- Christopher John Fuller (2004). The Camphor Flame: Popular Hinduism and Society in India . Princeton University Press. pp. 109–110. ISBN 978-0-69112-04-85.
- Klaus K. Klostermaier (2007). A Survey of Hinduism: Third Edition . State University of New York Press. p. 490. ISBN 978-0-7914-7082-4.
- Eleanor Nesbitt (2016). Sikhism: a Very Short Introduction . Oxford University Press. pp. 122–123. ISBN 978-0-19-874557-0.
- Orazio Marucchi (2011). Christian Epigraphy: An Elementary Treatise with a Collection of Ancient Christian Inscriptions Mainly of Roman Origin . Cambridge University Press. p. 289. ISBN 978-0-521-23594-5., Quote: "the lunar year consists of 354 days".
- Anita Ganeri (2003). Buddhist Festivals Through the Year . BRB. pp. 11–12. ISBN 978-1-58340-375-4.
- Jeffery D Long (2013). Jainism: An Introduction . I.B.Tauris. pp. 6–7. ISBN 978-0-85771-392-6.
- John E. Cort (2001). Jains in the World: Religious Values and Ideology in India . Oxford University Press. pp. 142–146. ISBN 978-0-19-513234-2.
- Robert E. Buswell Jr.; Donald S. Lopez Jr. (2013). The Princeton Dictionary of Buddhism . Princeton University Press. p. 156. ISBN 978-1-4008-4805-8.
- Kim Plofker 2009, p. 36.
- Kim Plofker 2009, pp. 10, 35–36, 67.
- Yukio Ohashi 1993, pp. 185–251.
- Yukio Ohashi 1999, p. 720.
- Kim Plofker 2009, pp. 35–42.
- Monier Monier-Williams (1923). A Sanskrit–English Dictionary . Oxford University Press. p. 353.
- James Lochtefeld (2002), "Jyotisha" in The Illustrated Encyclopedia of Hinduism, Vol. 1: A–M, Rosen Publishing, ISBN 0-8239-2287-1, pages 326–327
- Friedrich Max Müller (1860). A History of Ancient Sanskrit Literature . Williams and Norgate. pp. 210 –215.
- Pingree 1973, pp. 1–12.
- Yukio Ohashi 1999, p. 719.
- Yukio Ohashi 1999, pp. 719–721.
- Pingree 1973, p. 2.
- Kak, Subhash (2015). "The Mahabharata and the Sindhu-Sarasvati Tradition" (PDF). Sanskrit Magazine. p. 2. Retrieved 22 January 2015.
- Eleanor Nesbitt (2016). Sikhism: a Very Short Introduction . Oxford University Press. pp. 122, 142. ISBN 978-0-19-874557-0.
- Ebenezer Burgess (1989). P Ganguly, P Sengupta (ed.). Sûrya-Siddhânta: A Text-book of Hindu Astronomy . Motilal Banarsidass (Reprint), Original: Yale University Press, American Oriental Society. pp. vii–xi. ISBN 978-81-208-0612-2.
- Lionel D. Barnett (1994). Antiquities of India: An Account of the History and Culture of Ancient Hindustan . Asian Educational Services. pp. 190–192. ISBN 978-81-206-0530-5.
- Ebenezer Burgess (1989). P Ganguly, P Sengupta (ed.). Sûrya-Siddhânta: A Text-book of Hindu Astronomy . Motilal Banarsidass (Reprint), Original: Yale University Press, American Oriental Society. pp. ix–xi, xxix. ISBN 978-81-208-0612-2.
- J Fleet (1911). Arbhatiya . Journal of the Royal Asiatic Society of Great Britain and Ireland. Cambridge University Press for the Royal Asiatic Society. pp. 794–799.
- Ebenezer Burgess (1989). P Ganguly, P Sengupta (ed.). Sûrya-Siddhânta: A Text-book of Hindu Astronomy . Motilal Banarsidass (Reprint), Original: Yale University Press, American Oriental Society. pp. 26–27. ISBN 978-81-208-0612-2.
- Scott L. Montgomery; Alok Kumar (2015). A History of Science in World Cultures: Voices of Knowledge . Routledge. pp. 103–106. ISBN 978-1-317-43906-6.
- Nachum Dershowitz; Edward M. Reingold (2008). Calendrical Calculations. Cambridge University Press. pp. 123 –133, 275–311. ISBN 978-0-521-88540-9.
- Christopher John Fuller (2004). The Camphor Flame: Popular Hinduism and Society in India . Princeton University Press. pp. 291–293. ISBN 978-0-69112-04-85.
- Pingree 1973, pp. 2–3.
- Erik Gregersen (2011). The Britannica Guide to the History of Mathematics . The Rosen Publishing Group. p. 187. ISBN 978-1-61530-127-0.
- Nicholas Campion (2012). Astrology and Cosmology in the World's Religions . New York University Press. pp. 110–111. ISBN 978-0-8147-0842-2.
- C. K. Raju (2007). Cultural Foundations of Mathematics . Pearson. p. 205. ISBN 978-81-317-0871-2.
- Kim Plofker 2009, pp. 116–120, 259–261.
- Nachum Dershowitz; Edward M. Reingold (2008). Calendrical Calculations . Cambridge University Press. pp. 123–133, 153–161, 275–311. ISBN 978-0-521-88540-9.
- Richard Salomon (1998). Indian Epigraphy: A Guide to the Study of Inscriptions in Sanskrit, Prakrit, and the other Indo-Aryan Languages . Oxford University Press. pp. 181–183. ISBN 978-0-19-535666-3.
- Colette Caillat; J. G. de Casparis (1991). Middle Indo-Aryan and Jaina Studies . BRILL. p. 36. ISBN 90-04-09426-1.
- Andrea Acri (2016). Esoteric Buddhism in Mediaeval Maritime Asia: Networks of Masters, Texts, Icons . ISEAS-Yusof Ishak Institute. pp. 256–258. ISBN 978-981-4695-08-4.
- Duncan Graham (2004). The People Next Door: Understanding Indonesia . University of Western Australia Press. pp. 16–17. ISBN 978-1-920694-09-8.
- J. Gordon Melton (2011). Religious Celebrations: An Encyclopedia of Holidays, Festivals, Solemn Observances, and Spiritual Commemorations . ABC-CLIO. pp. 652–653. ISBN 978-1-59884-205-0.
- M. C. Ricklefs; P. Voorhoeve; Annabel Teh Gallop (2014). Indonesian Manuscripts in Great Britain: A Catalogue of Manuscripts in Indonesian Languages in British Public Collections . Yayasan Pustaka Obor Indonesia. pp. 49, 69–73, 81. ISBN 978-979-461-883-7.
- J. G. De Casparis (1978). Indonesian Chronology . BRILL Academic. pp. 15–24. ISBN 90-04-05752-8.
- Klaus K. Klostermaier (2007). A Survey of Hinduism: Third Edition . State University of New York Press. pp. 490–492. ISBN 978-0-7914-7082-4.
- V. R. Ramachandra Dikshitar (1993). The Gupta Polity . Motilal Banarsidass. pp. 24–35. ISBN 978-81-208-1024-2.
- D. C. Sircar (1965). Indian Epigraphy . Motilal Banarsidass. pp. 304–305 with footnotes. ISBN 978-81-208-1166-9.
- Christopher John Fuller (2004). The Camphor Flame: Popular Hinduism and Society in India . Princeton University Press. pp. 109–110, 291–293. ISBN 978-0-69112-04-85.
- Regional Varieties of the Indian Calendars Archived 3 July 2017 at the Wayback Machine, Helmer Aslaksen and Akshay Regulagedda, National University of Singapore (2012)
- Muriel Marion Underhill (1991). The Hindu Religious Year . Asian Educational Services. pp. 20, 32 note 5. ISBN 978-81-206-0523-7.
- Robert Sewell; Śaṅkara Bālakr̥shṇa Dīkshita (1896). The Indian Calendar . S. Sonnenschein. pp. 29 –34, 48–56.
- Underhill, Muriel Marion (1991). The Hindu Religious Year . Asian Educational Services. pp. 20–21. ISBN 978-81-206-0523-7.
- Muriel Marion Underhill (1991). The Hindu Religious Year . Asian Educational Services. pp. 23, 26–27. ISBN 978-81-206-0523-7.
- Muriel Marion Underhill (1991). The Hindu Religious Year . Asian Educational Services. pp. 27–28. ISBN 978-81-206-0523-7.
- John E. Cort (2001). Jains in the World: Religious Values and Ideology in India . Oxford University Press. pp. 228 note 2. ISBN 978-0-19-513234-2.
- Muriel Marion Underhill (1991). The Hindu Religious Year . Asian Educational Services. pp. 23–28. ISBN 978-81-206-0523-7.
- Monier Monier-Williams, वासर , Sanskrit-English Dictionary, Oxford University Press, page 948
- Muriel Marion Underhill (1991). The Hindu Religious Year . Asian Educational Services. pp. 24–25. ISBN 978-81-206-0523-7.
- Roshen Dalal (2010). Hinduism: An Alphabetical Guide . Penguin Books. p. 89. ISBN 978-0-14-341421-6.
- Tej Bhatia (2013). Punjabi . Routledge. pp. 208–209. ISBN 978-1-136-89460-2.
- Ebenezer Burgess (1989). Sûrya-Siddhânta: A Text-book of Hindu Astronomy . Motilal Banarsidass. pp. 107–. ISBN 978-81-208-0612-2.
- Peter J. Claus; Sarah Diamond; Margaret Ann Mills (2003). South Asian Folklore: An Encyclopedia : Afghanistan, Bangladesh, India, Nepal, Pakistan, Sri Lanka . Taylor & Francis. pp. 91–93. ISBN 978-0-415-93919-5.
- Robert Sewell; Śaṅkara Bālakr̥shṇa Dīkshita (1896). The Indian Calendar: With Tables for the Conversion of Hindu and Muhammadan Into A.D. Dates, and Vice Versa . S. Sonnenschein. pp. 9 –12.
- Muriel Marion Underhill (1921). The Hindu Religious Year . Association Press. p. 15 .
- Kim Plofker (2009). Mathematics in India. Princeton University Press. ISBN 0-691-12067-6.
- Pingree, David (1973). "The Mesopotamian Origin of Early Indian Mathematical Astronomy". Journal for the History of Astronomy. SAGE. 4 (1). Bibcode:1973JHA.....4....1P . doi:10.1177/002182867300400102 .
- Pingree, David (1981). Jyotihśāstra : Astral and Mathematical Literature. Otto Harrassowitz. ISBN 978-3447021654.
- Yukio Ohashi (1999). Johannes Andersen (ed.). Highlights of Astronomy, Volume 11B . Springer Science. ISBN 978-0-7923-5556-4.
- Yukio Ohashi (1993). "Development of Astronomical Observations in Vedic and post-Vedic India". Indian Journal of History of Science. 28 (3).
- Maurice Winternitz (1963). History of Indian Literature, Volume 1. Motilal Banarsidass. ISBN 978-81-208-0056-4.
- Reingold and Dershowitz, Calendrical Calculations, Millennium Edition, Cambridge University Press, latest 2nd edition 3rd printing released November 2004. ISBN 0-521-77752-6
- S. Balachandra Rao, Indian Astronomy: An Introduction, Universities Press, Hyderabad, 2000.
- Rai Bahadur Pandit Gaurishankar Hirachand Ojha, The Paleography of India, 2 ed., Ajmer, 1918, reprinted Manshuram Manoharlal publishers, 1993.
- Kyoto University Gregorian – Saka – Vikrami Calendar Converter Tool , M. YANO and M. FUSHIMI
- Converter: Gregorian and 1957 Normalized Indian Calendar , Shalivahana Hindu calendar, United Kingdom
- Hindu Calendar of Nepal The Official Hindu Calendar of Nepal
- Hindu Odia Calendar The most followed Hindu Odia Calendar of Odisha, India
- Hindu Calendar 2020 Fasting Dates & Festivals for New Delhi, India
- Accurate Hindu Calendar/Drik Panchang
- Today Marathi Calendar current year
- Indian Hindu Calendar 2020 in Hindi
Information as of: 13.08.2021 05:11:35 CEST
Source: Wikipedia (Authors [History]) License of the text: CC-BY-SA-3.0. Creators and licenses of the individual images and media can either be found in the caption or can be displayed by clicking on the image.
Changes: Design elements were rewritten. Wikipedia specific links (like "Redlink", "Edit-Links"), maps, niavgation boxes were removed. Also some templates. Icons have been replaced by other icons or removed. External links have received an additional icon.
Please note: Because the given content is automatically taken from Wikipedia at the given point of time, a manual verification was and is not possible. Therefore WikiFox.org does not guarantee the accuracy and actuality of the acquired content. If there is an Information which is wrong at the moment or has an inaccurate display please feel free to contact us: email.