Line 25: |
Line 25: |
| The Manas, measures of time, which are used in daily activities are four in number - सौरचान्द्रार्क्षसावनैः । Solar, Lunar, Sidereal, and the Savana (Civil). The Mana of Jupiter (Barhaspatya) is used for determining the Shasthtyabda (60 Samvatsaras) or calculation of how a person attains 60 years of age. The remaining four Manas are not used for daily activities.<ref name=":1">Pt Mahavir Prasad Srivastav (1940 First Edition) ''Surya Siddhanta with Vijnana Bhashya, Parts 1 and 2.'' Allahabad: Dr. Ratnakumari Svadhyaya Sansthan. (Page 794 -)</ref> | | The Manas, measures of time, which are used in daily activities are four in number - सौरचान्द्रार्क्षसावनैः । Solar, Lunar, Sidereal, and the Savana (Civil). The Mana of Jupiter (Barhaspatya) is used for determining the Shasthtyabda (60 Samvatsaras) or calculation of how a person attains 60 years of age. The remaining four Manas are not used for daily activities.<ref name=":1">Pt Mahavir Prasad Srivastav (1940 First Edition) ''Surya Siddhanta with Vijnana Bhashya, Parts 1 and 2.'' Allahabad: Dr. Ratnakumari Svadhyaya Sansthan. (Page 794 -)</ref> |
| | | |
− | While Suryasiddhanta is an astronomical text which is fundamentally a scientific treatise, Dharmashastra Nibandha texts such as Dharmasindhu and Nirnaya Sindhu also help us in determining the different Manas and lays down the vidhis associated with them. According to Dharmasindhu<blockquote>तत्र कालः षड्विधः ॥ वत्सरः अयनम् ऋतुर्मासः पक्षो दिवस इति॥ (Dharm. Sind.1)<ref name=":3">The Dharmasindhu by Kasinath Upadhyaya (1986 Reprint Edition) Delhi: Sri Satguru Publications (Pages 1-7)</ref></blockquote>Kala is of six kinds. Vatsara (वत्सरः) - one year, Ayanam (अयनम्) - half of a year or six months, Rtu (ऋतुः) - one season or two months, Masa (मासः) - one month or 30 days, Paksha (पक्षः) - one fortnight or 15 days, and Divasa (दिवसः) - one day. | + | While Suryasiddhanta is an astronomical text which is fundamentally a scientific treatise, Dharmashastra Nibandha texts such as Dharmasindhu and Nirnaya Sindhu also help us in determining the different Manas and lays down the vidhis associated with them. According to Dharmasindhu<blockquote>तत्र कालः षड्विधः ॥ वत्सरः अयनम् ऋतुर्मासः पक्षो दिवस इति॥ (Dharm. Sind.1)<ref name=":3">Vasudeva Sharma (1939) ''The Dharmasindhu by Kasinath Upadhyaya.'' Mumbai: Nirnaya Sagar Press (Pages 1-4)</ref></blockquote>Kala is of six kinds. |
− | | + | # Vatsara (वत्सरः) - Year |
| + | # Ayanam (अयनम्) - half of a year or six months |
| + | # Rtu (ऋतुः) - one season or two months |
| + | # Masa (मासः) - one month or 30 days |
| + | # Paksha (पक्षः) - one fortnight or 15 days |
| + | # Divasa (दिवसः) - one day. |
| It may be noted that the six kinds of time mentioned in Dharmasindhu are discussed in Suryasiddhanta also. | | It may be noted that the six kinds of time mentioned in Dharmasindhu are discussed in Suryasiddhanta also. |
| | | |
Line 39: |
Line 44: |
| | | |
| ==== पितृपक्षम् ॥ Pitrpaksha ==== | | ==== पितृपक्षम् ॥ Pitrpaksha ==== |
− | <blockquote>ततः शेषाणि कन्याया यान्य् अहानि तु षोडश । क्रतुभिस् तानि तुल्यानि पितृऋणाम् दत्तम् अक्षयम् ॥ (Sury. Siddh. 14.6)</blockquote>After the 4th Shadasheethi Mukha (in Kanya), the remaining 16 solar days of the solar month when Sun is in Kanya rashi are equivalent to the time of Yajna, (kala when any good actions give great merit) and in these days dana offered to Pitrs will give infinite merit.<ref>Pt. Bapu Deva Sastri (1861) ''Translation of the Surya Siddhanta and Revision of Siddhanta Siromani Translated by Lancelot Wilkinson.'' Calcutta: Asiatic Society. (Pages 91-)</ref> | + | <blockquote>ततः शेषाणि कन्याया यान्य् अहानि तु षोडश । क्रतुभिस् तानि तुल्यानि पितृऋणाम् दत्तम् अक्षयम् ॥ (Sury. Siddh. 14.6)</blockquote>After the 4th Shadasheethi Mukha (in Kanya), the remaining 16 solar days of the solar month when Sun is in Kanya rashi are equivalent to the time of Yajna, (kala when any good actions give great merit) and in these days dana offered to Pitrs will give infinite merit.<ref name=":4">Pt. Bapu Deva Sastri (1861) ''Translation of the Surya Siddhanta and Revision of Siddhanta Siromani Translated by Lancelot Wilkinson.'' Calcutta: Asiatic Society. (Pages 91-96)</ref> |
| | | |
| From this we understand that, Shraddha for Pitrs should happen when Sun is in Kanya rashi starting from 15° to 30° according to Saura Mana. However, in the present times, Saura Mana is not used. According to Purnimanta system, Krishna paksha of Ashvini month (dark half of month of Ashvini) and according to Amanta system, Krishna paksha of Bhadrapada month (dark half of the month of Bhadrapada) i.e., calculated according to Chandra Mana are the days of Pitrpaksha followed by people.<ref name=":1" /> | | From this we understand that, Shraddha for Pitrs should happen when Sun is in Kanya rashi starting from 15° to 30° according to Saura Mana. However, in the present times, Saura Mana is not used. According to Purnimanta system, Krishna paksha of Ashvini month (dark half of month of Ashvini) and according to Amanta system, Krishna paksha of Bhadrapada month (dark half of the month of Bhadrapada) i.e., calculated according to Chandra Mana are the days of Pitrpaksha followed by people.<ref name=":1" /> |
| | | |
| ==== सङ्क्रान्तयः ॥ Sankrantis ==== | | ==== सङ्क्रान्तयः ॥ Sankrantis ==== |
− | [[File:Names of Sankrantis.PNG|thumb|474.556x474.556px|Names of 12 Sankrantis]] | + | [[File:Names of Sankrantis.PNG|thumb|Names of 12 Sankrantis]] |
| The time at which Sun enters into an new rashi is termed Sankranti. <blockquote>भचक्रनाभौ विषुवद्द्वितीयं समसूत्रगम् । अयनद्वितयं चैव चतस्रः प्रथितास्तु ताः॥ (Sury. Siddh. 14.7)</blockquote>In the middle of the nakshatra chakra (sphere of stars) the two equinoxes (Vishuvats in Mesha and Tula rashis) are diametrically opposed and so are the two solistices (Ayanas in Karkataka and Makara) in the ecliptic path. | | The time at which Sun enters into an new rashi is termed Sankranti. <blockquote>भचक्रनाभौ विषुवद्द्वितीयं समसूत्रगम् । अयनद्वितयं चैव चतस्रः प्रथितास्तु ताः॥ (Sury. Siddh. 14.7)</blockquote>In the middle of the nakshatra chakra (sphere of stars) the two equinoxes (Vishuvats in Mesha and Tula rashis) are diametrically opposed and so are the two solistices (Ayanas in Karkataka and Makara) in the ecliptic path. |
| | | |
Line 77: |
Line 82: |
| '''1 Saura Dina (Solar Day) = Movement of Sun in a Rashi by 1° in ecliptic path''' | | '''1 Saura Dina (Solar Day) = Movement of Sun in a Rashi by 1° in ecliptic path''' |
| | | |
− | '''1 Saura Masa (Solar Month) = Movement of the Sun across one Rashi (30°) in ecliptic path = 30.43803 days''' | + | '''1 Saura Masa (Solar Month) = Movement of the Sun across one Rashi (30°) in ecliptic path = 30.43803 Savana Days''' |
| | | |
− | '''1 Saura Varsha (Solar Year) = 365.25 Savana or Civil days''' | + | '''1 Saura Varsha (Solar Year) = 365.25 Savana Days''' |
| | | |
| == सावनमानम् ॥ Savana Mana == | | == सावनमानम् ॥ Savana Mana == |
Line 86: |
Line 91: |
| <blockquote>उदयाद् उदयम् भानोः सावनम् तत् प्रकीर्त्यते । सावनानि स्युरेतानि यज्ञकालविधिस्तु तैः ॥ </blockquote><blockquote>सूतकादिपरिच्छेदो दिनमासाब्दपास्तथा । मध्यमा ग्रहभुक्तिस्च सावनेन प्रकीर्त्यते ॥ (Sury. Siddh. 14.18-19)<ref name=":0" /></blockquote>The duration between two successive risings of the Sun is called a Savana Dina or Civil Day.<ref name=":1" /> | | <blockquote>उदयाद् उदयम् भानोः सावनम् तत् प्रकीर्त्यते । सावनानि स्युरेतानि यज्ञकालविधिस्तु तैः ॥ </blockquote><blockquote>सूतकादिपरिच्छेदो दिनमासाब्दपास्तथा । मध्यमा ग्रहभुक्तिस्च सावनेन प्रकीर्त्यते ॥ (Sury. Siddh. 14.18-19)<ref name=":0" /></blockquote>The duration between two successive risings of the Sun is called a Savana Dina or Civil Day.<ref name=":1" /> |
| | | |
− | Observations of sunrise over a very long time has revealed that the duration of a day is not constant but varies from day to day although very slightly. An average calculated based on the observations is referred to as the Mean Solar Day or Mean Civil day. Savana Dina is divided into 60 equal parts called Ghatikas or 24 equal parts called Hora (hours). Thus the 24 hour day that is used for our regular daily activities is the Savana Dina.<ref name=":2">Rao, S. Balachandra. (2000) ''Indian Astronomy, An Introduction.'' Hyderabad: Universities Press (India) Limited. (Page 39-50)</ref> | + | Observations of sunrise over a very long time has revealed that the duration of a day is not constant but varies from day to day although very slightly. An average calculated based on the observations is referred to as the Mean Solar Day or Mean Civil day. Savana Dina is divided into 60 equal parts called Ghatikas or 24 equal parts called Hora (hours). Thus the 24 hour day that is used for our regular daily activities is the Savana Dina.<ref name=":2">Rao, S. Balachandra. (2000) ''Indian Astronomy, An Introduction.'' Hyderabad: Universities Press (India) Limited. (Page 39-50)</ref> Based on Suryasiddhanta (1.12) 30 Savana days will form a Savana month. |
| '''1 Savana Day (Civil Day) = 60 Ghatikas = 24 Hours''' | | '''1 Savana Day (Civil Day) = 60 Ghatikas = 24 Hours''' |
| + | |
| + | '''1 Savana Masa (Civil Month) = 30 Savana Days''' |
| | | |
| ==== Purpose of Savana Dina ==== | | ==== Purpose of Savana Dina ==== |
| # Savana days are used to determine the time of to perform yajnas. | | # Savana days are used to determine the time of to perform yajnas. |
| + | # To determine the savana days in a Kalpa |
| # Determine [[Asoucha (आशौचम्)|Asoucha]] or Sutaka due to birth and death | | # Determine [[Asoucha (आशौचम्)|Asoucha]] or Sutaka due to birth and death |
| # Limits of Chandraayana and other vratas | | # Limits of Chandraayana and other vratas |
| # Determine the rulers of the day, month and year | | # Determine the rulers of the day, month and year |
− | # To calculate the mean motion of planets. | + | # To calculate the mean motion of planets.<ref name=":4" /> |
| | | |
| == चान्द्रमानम् ॥ Chandra Mana == | | == चान्द्रमानम् ॥ Chandra Mana == |
Line 110: |
Line 118: |
| | | |
| Dharmasindhu elaborates about the course of a lunar month, when the Moon goes through a cycle of phases, from new moon to full moon and then to new moon again. <blockquote>शुक्लप्रतिपदादिदर्शांन्तैश्चैत्रादिसंज्ञैर्द्वादशभिर्मासैश्चतुःपञ्चाशदधिकशतत्रयदिनैः सति मलमासे त्रयोदशभिर्मासैश्चान्द्रो वत्सरः॥ (Dhar. Sind. 1)<ref name=":3" /></blockquote>From the Shukla Pratipat tithi till the end of Amavasya, there are 30 tithis; together they constitute one Chandra-masa or Lunar month namely Chaitra, etc. 12 such Lunar months make up a Lunar Year having 354 days (savana days). When an Adhika masa is present there are 13 months a lunar year. | | Dharmasindhu elaborates about the course of a lunar month, when the Moon goes through a cycle of phases, from new moon to full moon and then to new moon again. <blockquote>शुक्लप्रतिपदादिदर्शांन्तैश्चैत्रादिसंज्ञैर्द्वादशभिर्मासैश्चतुःपञ्चाशदधिकशतत्रयदिनैः सति मलमासे त्रयोदशभिर्मासैश्चान्द्रो वत्सरः॥ (Dhar. Sind. 1)<ref name=":3" /></blockquote>From the Shukla Pratipat tithi till the end of Amavasya, there are 30 tithis; together they constitute one Chandra-masa or Lunar month namely Chaitra, etc. 12 such Lunar months make up a Lunar Year having 354 days (savana days). When an Adhika masa is present there are 13 months a lunar year. |
| + | |
| + | ==== Adhika Masa Kshaya Masa ==== |
| + | A period of twelve lunar months falls short of the solar year by about eleven days, though lunar months are used for regular activities by the people of India since ancient times, they have not disregarded this fact; but in order to bring their year as nearly as possible into accordance with the solar year and the cycle of the seasons they add a lunar month to the lunar year at certain intervals. Such a month is called an adikha or intercalated month. |
| + | |
| + | In luni-solar calculations the periods used are tithis and lunar months, with intercalated and suppressed months whenever necessary. In solar reckoning solar days and solar months are alone used. |
| + | |
| + | In all parts of India luni-solar reckoning is used for most religious purposes, but solar reckoning is used where it is prescribed by the religious authorities. For practical civil purposes solar reckoning is used in Bengal and in the Tamil and Kerala; in all other parts of the country luni-solar reckoning is adopted. |
| + | |
| + | Twelve lunar months are equal to about 354 solar days, but there are 360 tithis during that time and it is thus evident that six tithis must somehow be expunged in civil (solar) reckoning. Ordinarily a tithi begins on one day and ends on the following day, that is it touches two successive civil days. However, it is observed that a tithi may sometimes begin and end within the limits of the same natural day; while sometimes on the contrary it touches three natural days, occupying the whole of one and parts of the two on each side of it. |
| + | |
| + | A tithi on which the sun does not rise is expunged. It has sustained a diminution or loss (kshaya), and is called a kshaya tithi. On the other hand, a tithi on which the sun rises twice is repeated. It has sustained an increase (vriddhi), and is called an adhika, or added, tithi. |
| | | |
| === Purpose of Chandra Mana === | | === Purpose of Chandra Mana === |
| # Determination of Tithi, Karana (half of Tithi) | | # Determination of Tithi, Karana (half of Tithi) |
| + | # Determine Adhika Masa (also called as Purushottama Masa) |
| # Determine the auspicious time for samskaras like marriage | | # Determine the auspicious time for samskaras like marriage |
| # Determine the appropriate time for activities such as shaving, tonsure | | # Determine the appropriate time for activities such as shaving, tonsure |
Line 118: |
Line 138: |
| '''1 Tithi (Lunar Day) = Time taken by the Moon to cover a distance of 12° relative to the Sun''' | | '''1 Tithi (Lunar Day) = Time taken by the Moon to cover a distance of 12° relative to the Sun''' |
| | | |
− | '''1 Chandra Masa (Lunar Month) = 29.530589 days''' | + | '''1 Chandra Masa (Lunar Month) = 29.530589 Savana Days''' |
| + | |
| + | '''1 Chandra Varsha (Lunar Year) = 354 Sayana Days''' |
| | | |
| == नाक्षत्रमानम् ॥ Nakshatra Mana == | | == नाक्षत्रमानम् ॥ Nakshatra Mana == |
| | | |
− | === नाक्षत्रदिनम् ॥ Nakshatra Dina (Sidereal Day) === | + | === नाक्षत्रदिनं नाक्षत्रमासं च॥ Nakshatra Dina and Masa (Sidereal Day and Month) === |
− | <blockquote>नाडी षष्ट्या तु नाक्षत्रमहोरात्रं प्रकीर्तितम् । तत्त्रिम्शता भवेन्मासः सावनोऽर्कोदयैःस्मृतः॥ (Sury. Siddh. 1.12)</blockquote>The time which contains sixty ghatikas is called a Nakshatra Ahoratra (a sidereal day and night) or Day and a Nakshatra masa (a sidereal month) consists of thirty Nakshatra Ahoratras. <blockquote>भचक्रभ्रमणम् नित्यम् नाक्षत्रम् दिनम् उच्यते। नक्षत्रनाम्ना मासास् तु ज्ञेयाः पर्वान्तयोगतः ॥ (Sury. Siddh. 14.15)<ref name=":0" /></blockquote>The time taken for one revolution of the sphere of stars is called a sidereal day. The time taken by the fixed stars to go around the earth is called a Nakshatra Dina or Sidereal Day; and this time is equal to the period of the rotation of the Earth. | + | <blockquote>नाडी षष्ट्या तु नाक्षत्रमहोरात्रं प्रकीर्तितम् । तत्त्रिम्शता भवेन्मासः सावनोऽर्कोदयैःस्मृतः॥ (Sury. Siddh. 1.12)</blockquote>The time which contains sixty ghatikas is called a Nakshatra Ahoratra (a sidereal day and night) or Day and a Nakshatra masa (a sidereal month) consists of thirty Nakshatra Ahoratras. <blockquote>भचक्रभ्रमणम् नित्यम् नाक्षत्रम् दिनम् उच्यते। नक्षत्रनाम्ना मासास् तु ज्ञेयाः पर्वान्तयोगतः ॥ (Sury. Siddh. 14.15)<ref name=":0" /></blockquote>The time taken for one revolution of the sphere of stars is called a sidereal day. The time taken by the fixed stars to go around the earth is called a Nakshatra Dina or Sidereal Day; and this time is equal to the period of the rotation of the Earth. |
| | | |
− | Sidereal is a term used to refer to stars. It is important to note that the time taken by the fixed stars to go round the Earth once is not the same as that taken by the Sun. While all the celestial bodies appear to move from the east to west due to the diurnal motion, the Sun would have moved from west to east along the ecliptic by about 1°, relative to the stars. Therefore, the fixed stars take a little less than 24 hours (mean civil day) to complete a rotation around the Earth. As a natural consequence if a particular star rises in the eastern horizon at a particular time today, it will rise about two hours earlier after 30 days, 4 hours earlier after 60 days, and so on. | + | Sidereal is a term used to refer to stars. It is important to note that the time taken by the fixed stars to go round the Earth once is not the same as that taken by the Sun. While all the celestial bodies appear to move from the east to west due to the diurnal motion, the Sun would have moved from west to east along the ecliptic by about 1°, relative to the stars. Therefore, the fixed stars take a little less than 24 hours (mean civil day) to complete a rotation around the Earth. As a natural consequence if a particular star rises in the eastern horizon at a particular time today, it will rise about two hours earlier after 30 days, 4 hours earlier after 60 days, and so on. |
| | | |
| It is found that the fixed stars take about 3 minutes 56 seconds less than the Sun to go round the Earth once. | | It is found that the fixed stars take about 3 minutes 56 seconds less than the Sun to go round the Earth once. |
| + | |
| + | === नाक्षत्रवर्षं ॥ Nakshatra Year === |
| + | According to Dharmasindhu वक्ष्यमाणैर्द्वादशभिर्नाक्षत्रमासैर्नाक्षत्रो वत्सरः॥ (Dharm. Sindh. 1)<ref name=":3" /> the said twelve Nakshatra months make a Nakshatra year. |
| '''1 Nakshatra Dina = 60 Ghatikas''' | | '''1 Nakshatra Dina = 60 Ghatikas''' |
| | | |
− | '''1 Nakshatra Day = 1 Savana Dina - 3 mins 56 secs = 23 Hrs 56 Mins 4 Secs''' | + | '''1 Nakshatra Day = 1 Savana Dina minus 3 mins 56 secs = 23 Hrs 56 Mins 4 Secs''' |
| + | |
| + | '''1 Nakshatra Masa = 30 x 60 Ghatikas''' |
| + | |
| + | '''1 Nakshatra Varsha = 12 Nakshatra Masas''' |
| | | |
− | ==== Purpose of Nakshatra Dina ====
| + | === Purpose of Nakshatra Dina === |
| # Naming of lunar months is from the Nakshatras; the name of a lunar month is determined from the nakshatra in which moon is present at the time of Purnima (15th day of full moon) tithi (with a few exceptions). | | # Naming of lunar months is from the Nakshatras; the name of a lunar month is determined from the nakshatra in which moon is present at the time of Purnima (15th day of full moon) tithi (with a few exceptions). |
| | | |
| === Summary === | | === Summary === |
− | 1 Saura Dina (Solar Day) = Movement of Sun in the Rashi by 1 degree | + | Surya Siddhanta summarizes the formation of months and years as per different measures of time.<blockquote>नाडी षष्ट्या तु नाक्षत्रमहोरात्रं प्रकीर्तितम् । तत्त्रिम्शता भवेन्मासः सावनोऽर्कोदयैःस्मृतः॥ (Sury. Siddh. 1.12)</blockquote><blockquote>ऐन्दवस्तिथिभिः तद्वत्सम्क्रान्त्या सौर उच्यते। मासैर्द्वादशभिर्वर्षं दिव्यं तदह उच्यते ॥ (Sury. Sidd. 1.13)</blockquote>The time which contains sixty ghatikas is called a Nakshatra Ahoratra (a sidereal day and night) or Day and a Nakshatra masa (a sidereal month) consists of thirty Nakshatra Ahoratras. Similarly, thirty savana days (and nights) constitute a Savana month. Thirty Lunar days make a lunar month and a solar month is the time which the Sun requires to move from one rashi to another.<ref>Pt. Bapu Deva Sastri (1861) ''Translation of the Surya Siddhanta and Revision of Siddhanta Siromani Translated by Lancelot Wilkinson.'' Calcutta: Asiatic Society. (Pages 2-3)</ref> |
| + | '''1 Saura Dina (Solar Day) = Movement of Sun in the Rashi by 1 degree''' |
| | | |
− | 1 Tithi (Lunar Day) = Movement of Moon by 12 degrees | + | '''1 Tithi (Lunar Day) = Movement of Moon by 12 degrees''' |
| | | |
− | 1 Savana Dina (Civil Day) = 24 hours | + | '''1 Savana Dina (Civil Day) = 24 hours''' |
| | | |
− | 1 Nakshatra Dina (Sidereal Day) = 23 Hrs 56 Mins 4 Secs | + | '''1 Nakshatra Dina (Sidereal Day) = 23 Hrs 56 Mins 4 Secs''' |
| | | |
| == Four Other Manas == | | == Four Other Manas == |
Line 151: |
Line 181: |
| # Determine the Masikas (performing monthly Pitr kriyas upto one year of death). | | # Determine the Masikas (performing monthly Pitr kriyas upto one year of death). |
| # Determine the time of annual Shraddha | | # Determine the time of annual Shraddha |
| + | |
| + | === बार्हस्पत्यमानम् ॥ Barhaspatya Mana === |
| + | <blockquote>वैशाखादिषु कृष्णे च योगः पञ्चदशे तिथौ। कार्त्तिकादीनि वर्षाेषु गुरोर्युक्तोदयास्तभात्॥ (Sury. Siddh. 14.17)</blockquote>Similar to the lunar months being named Kaartika etc due to the presence of Moon in Krittika nakshatra (or Rohini) at the end of Purnima tithi (at the beginning of Krishna Paksha after Purnima) so also the Barhaspati years (of Jupiter) are called Krittika etc. The names of Barhaspatya years are based on the presence of Sun in a particular nakshatra at the time of rising () and setting of Jupiter. |
| + | |
| + | At the time of Purnima of Kartika month, the Moon is in Krittika nakshatra, then the Sun is in 14th nakshatra (Vishaka) from the Moon (then only Purnima happens). The Udaya and Astamaya timings of Jupiter approximately takes one month, during this time Sun moves in two or three nakshatras (in that rashi). The Sun is in Tula Rashi (which has three nakshatras Chitta, Swati, and Vishaka). Consider the setting time of Jupiter is in Chitta nakshatra and rising time of Jupiter is in Vishaka nakshatra, then should the Barhaspatya Varsha be called Maha Chaitra (setting time) or Maha Vaishakha (rising time)? To solve this issue Varahamihira, in Brihat Samhita, Guruchara Adhyaya, laid down the following clarification.<ref name=":1" /> |
| | | |
| == References == | | == References == |
| [[Category:Vedangas]] | | [[Category:Vedangas]] |
| <references /> | | <references /> |