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| What
is Astrology ? |
| Astrology is the
scientific study and application of language of the heavenly bodies. These
heavenly bodies determined on the basis of Astronomy and mathematics, are
mapped in the form of a horoscope. Their specific locations in the
horoscope indicate specific happenings in the case of individuals, of
multitudes and of geographical regions. Whether the Sun, the Moon, the
planets and stars themselves influence the terrestrial phenomena, or they
only indicate such phenomena by their various dispositions, is immaterial.
What is important to us is that variations in their disposition determine
variations in the events on the earth; the correlations are only too
strong to be brushed aside by critics of Astrology. |
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| Who
should practice astrology ? |
| In the ancient times, a
strict code of conduct was demanded of those who practised Astrology. A
guru would teach astrology only to deserving disciple who would adhere to
such a code of conduct. The guru-shishya (i.e., the teacher-disciple)
tradition is already long over in India. With changing times, it has
become difficult to find an appropriate 'guru' and a deserving 'shishya'
to pursue this scared study within the rules laid by the sages of yore. It
is, however, quite in order to be aware of this ancient code of conduct.
Varamihira, the celebrated authority on astrology, prescribes the
following qualifications for an astrologer : |
| (a) Physical
features : According to the said author , the physical feature reflect
the inner nature of man. The astrologer must be good to loom at, with all
his body parts complete and healthy. He should be of sound health, with
sound hands, feet, nails, chin teeth ears, forehead and head, and having a
loud and impressive voice. |
| (b) Moral soundness
: He should be truthful, gentle, bereft of cravings and aversions, clear
of heart, not inclined to be critical of the qualities of others, devoid
of base and wordly distractions. |
| (c) Behaviour in an
assembly : He should be clever, able to
express himself, bold in an assembly, not intimidated by his fellow
astrologers, dignified and aware of the constraints of social and
historical circumstances. |
| (d) Proficiency in
the subject of Astrology : He should be well-read, and proficient in
the three branches of Astrology known as Ganita, the Samhita and the hora.
He must have studied the five siddhantas (or mathematical treatises). His
mathematical proficiency must include the knowledge of various divisions
of time, from the gross one like yuga to the finer ones. He must also
possess knowledge of the various divisions, including the finest ones, of
the zodiac. |
| (e) Proficiency in
various branches of Astrology : The astrologer is required to possess
a knowledge of different aspects of astrology which deal with propitiation
of planets, rendering the planets beneficial or hostile, conducting
religious ceremonies, and rituals which help neutralise the natural
calamities. |
| (f) Defence of
Astrology : The astrologer must be able to answer queries, and also
pose relevant questions where appropriate. When necessary, he should be
able to dazzle others by his knowledge, only to increase the dignity of
astrology. |
| The Sage Parashara
advocates a similar code of conduct for astrologers, stressing
particularly on the necessity for technical intellectual and moral
excellence; the capacity to weigh the pros and cons of a situation, along
with the ability to synthesize a coherent prediction based on sound
knowledge of the principles, sometimes apparently contradictory, of
knowledge. |
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| Sub-Divisions
of Astrology |
| There are
three main sub-divisions of Astrology. |
| (1) Samhita :
This deals with collectivity or multitudes. It encompasses such varied
areas as weather forecasts, agricultural produce, natural disasters,
floods, famines, wars, earthquakes, cyclones, market trends, changes in
government, national and international events, and virtually anything that
influences the masses. The annual world predictions which are generally
based either on Hindu New Year commencing on the Chaitra Shukla Pratipada,
or on the solar Ingress into Mesha, fall under the Samhita astrology. |
| (2) Siddhanta
or Tantra or Ganita : This deals with the mathematical aspects of
astrology. There are several treatises on Siddhanta Astrology but five
among them are considered as particularly important. They are : |
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(a) Surya Siddhanta
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(b) Paulisha Siddhanta
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(c) Romaka Siddhanta
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(d) Vasishtha Siddhanta
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(e) Paitamaha Siddhanta
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| A proficiency in these
is considered as a prerequisite for a good astrologer, according to to the
celebrated Varahmihira. |
| (3) Hora : It
deals with : |
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(a) Individual horoscopes, or
Jataka, or natal charts of a person.
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(b) Muhurta or electional
Astrology, which concerns itself with the election of favourable planetary
dispositions to achieve specific accomplishments in day-to-day life.
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| Vedic Astrology is based on a very
sound understanding of astronomy. In ancient India, astronomy was a highly
developed subject. Knowledge of astronomy was considered essential for an
astrologer. To the ancient Vedic astrologer, such phenomena as the
rotation and the revolution of the earth, the formation of seasons, the
occurrence of eclipses, the concepts of solar and lunar months, the
equinoxes, and the subtle concepts of disposition of planets and stars in
the sky, were all well known. Without the availability of the present day
sophisticated instruments and telescopes, he was able to decipher fine
variations in the disposition of heavenly bodies. The fact that he could
take into consideration such fine divisions of time without the
electronic/atomic clocks of today is marvellous. |
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| Earth as
the center |
| The Vedic astrologer was aware that
nothing in the universe was stationary. It was, therefore, irrelevant to
attempt to pick up a fixed point in the sky, and consider the movements of
earth and other heavenly bodies in relation to such a point. He,
therefore, considered the position and movement of all heavenly bodies in
relation to the earth itself, which was his residence. It is no wonder
then that Indian astronomy and astrology consider the earth as the centre,
and all other heavenly bodies moving around it in one manner or the other.
The Indian astronomy is thus geocentric and not heliocentric which latter
considers the Sun as the centre. The Indian astronomer does appreciate the
Sun to be the centre of the solar system, but he also appreciates that the
Sun, the solar system, as well as the stars are all moving. Hence he
considered the pole star Dhruva as the point of relative fixity at the
centre of heavenly bodies in the galaxy. With such profound appreciation
of astronomy, one can'ts attribute ignorance of the earthly movements to
the ancient Indian astronomer. |
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| Zodiac |
| Imagine a belt or a path in the sky,
some 18 degrees of arc in width, running around the earth in an east-west
direction. Groups of stars, to all appearance fixed, are studded along
this imaginary belt. Twenty seven (or twenty eight!) such groups of stars
are recognised in Vedic astrology. Because of lack of apparent motion,
these are called as Nakshatras. This imaginary belt, with nakshatras
studded on it, is called the zodiac. The zodiac forms the reference point
for fixing up the position of any planet or star in the sky. Since it
encircles the earth, it is comprised of 360 degrees. The twenty-seven
nakshatras being evenly placed on it each have a span of 13'20' arc. The
various nakshatras are numbered from one to twenty-seven. |
The zodiac is a 18 deg wide band placed obliquely to the equator.It is
divided in 12 rashis and 27 nakshatras.
|
| In contrast to the fixed nakshatras,
there are the moving heavenly bodies called the Grahas. These move along
the zodiac from the west to the east. They derive their name from the fact
that, while moving against the background of the nakshatras, they appear
to get hold of one nakshatra after the other (graha = to catch hold of).
Vedic astrology recognises nine grahas. They are the Sun, the Moon, Mars,
Mercury, Jupiter, Venus, Satrun, Rahu and Ketu. Of these, the Sun is a
star, the Moon is a satellite of the earth, Rahu and Ketu are mere
mathematical points on the zodiac, while the remaining ones are planets.
For the sake of descriptive convenience, we shall refer to all of these as
'planets'. These planets (appear to) revolve around the earth while
staying within the limits of the zodiac. The apparent path of the Sun
along the zodiac is known as the ecliptic. The ecliptic passes through the
centre of the zodiac. It is inclined at an angle of 23'28' to the plane of
the equator. The extra-Saturnine planets, called Uranus, Neptune and Pluto
has not been considered deliberately as they do not form a part of Vedic
astrology. |
| Signs or Rashis |
| When the zodiac is divided into
twelve equal parts, each such part has an extension of 30 degrees of the
arc. Such a division is called a sign or Rashi. A rashi consists of two
and a quarter nakshatras. A particular group of stars in the zodiac is
considered as the starting point of the zodiac. From this point, the
twenty-seven nakshatras or the twelve signs begin. A planet located
anywhere along the zodiac may be considered as located in a particular
sign, depending upon which twelfth division of the zodiac it is in; it may
be considered as being located in a particular nakshatra too, depending
upon which twenty seventh division of the zodiac it is in. |
| The planets from the Sun to Saturn
have been allotted the ownership of these signs. While the Sun and the
Moon own one sign each, the remaining planets own two signs each. Rahu and
Ketu are generally not allotted ownership of these signs. The names of the
twelve signs, their planetary lords, and their extent in the zodiac, etc.,
are given in Table given below : |
|
Table depicting
rashis with their lords
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|
Sign |
English equivalent |
Symbol |
Lord |
Extent
in degrees |
| 1 |
Mesha |
Aries |
_ |
Mars |
0-30 |
| 2 |
Vrisha |
Taurus |
^ |
Venus |
30-60 |
| 3 |
Mithuna |
Gemini |
' |
Mercury |
60-90 |
| 4 |
Karka |
Cancer |
a |
Moon |
90-120 |
| 5 |
Simha |
Leo |
b |
Sun |
120-150 |
| 6 |
Kanya |
Virgo |
c |
Mercury |
150-180 |
| 7 |
Tula |
Libra |
d |
Venus |
180-210 |
| 8 |
Vrischika |
Scorpio |
e |
Mars |
210-240 |
| 9 |
Dhanu |
Saggitarius |
f |
Jupiter |
240-270 |
| 10 |
Makara |
Capricorn |
g |
Saturn |
270-300 |
| 11 |
Kumbha |
Aquarius |
h |
Saturn |
300-330 |
| 12 |
Meena |
Pisces |
i |
Jupiter |
330-360 |
|
| Nakshatras |
| The twenty-seven nakshatras also
extend along the zodiac from 0° to 360°. They too are owned by planets.
But in case of nakshatras, the planets Rahu and Ketu are also allotted the
ownership. Each nakshatra is further divided into four parts called the
Padas or charanas. There are thus 108 nakshatra padas or quarters in the
twenty-seven nakshatras. Each nakshatra quarter measures 3°20'. The
relation of nakshatras with rashis, along with their extent and owners,
are shown in Table given below : |
|
Table depicting
rashis,nakshatras and their lords
|
|
Rashis |
Nakshatras |
Extent
s d m |
Pada |
Lord |
| 1 |
Mesha |
1. Ashwini |
0s13°20' |
4 |
Ketu |
| 2. Bharani |
0s26°40' |
4 |
Venus |
| 3.
Krittika |
1s0°0' |
1 |
Sun |
| 2 |
Vrisha |
3. Krittika |
1s10°0' |
3 |
Sun |
| 4. Rohini |
1s23°20' |
4 |
Moon |
| 5. Mrigasira |
2s0°0' |
2 |
Mars |
| 3 |
Mithuna |
5. Mrigasira |
2s6°40' |
2 |
Mars |
| 6. Ardra |
2s20°0' |
4 |
Rahu |
| 7. Punarvasu |
3s0°0' |
3 |
Jupiter |
| 4 |
Karka |
7. Punarvasu |
3s3°20' |
1 |
Jupiter |
| 8.Pushya |
3s16°40' |
4 |
Saturn |
| 9. Ashlesha |
4s0°0' |
4 |
Mercury |
| 5 |
Simha |
10.
Magha |
4s13°20' |
4 |
Mercury |
| 11. P Phalguni |
4s26°40' |
4 |
Venus |
| 12. U Phalguni |
5s0°0' |
1 |
Sun |
| 6 |
Kanya |
12. U Phalguni |
5s10°0' |
3 |
Sun |
| 13. Hasta |
5s23°20' |
4 |
Moon |
| 14. Chitra |
6s0°0' |
2 |
Mars |
| 7 |
Tula |
14. Chitra |
6s6°40' |
2 |
Mars |
| 15.Swati |
6s20°0' |
4 |
Rahu |
| 16. Vishakha |
7s0°0' |
3 |
Jupiter |
| 8 |
Vrischika |
16. Vishakha |
7s3°20' |
1 |
Jupiter |
| 17.Anuradha |
7s16°40' |
4 |
Saturn |
| 18. Jyeshtha |
8s0°0' |
4 |
Mercury |
| 9 |
Dhanu |
19. Moola |
8s13°20' |
4 |
Ketu |
| 20. P Asadha |
8s26°40' |
4 |
Venus |
| 21. U Asadha |
9s0°0' |
1 |
Sun |
| 10 |
Makara |
21. U Asadha |
9s10°0' |
3 |
Sun |
| 22. Shravana |
9s23°20' |
4 |
Moon |
| 23. Dhanishtha |
10s0°0' |
2 |
Mars |
| 11 |
Kumbha |
23. Dhanishtha |
10s6°40' |
2 |
Mars |
| 24. Sata Bhishaj |
10s20°0' |
4 |
Rahu |
| 25. P Bhadrapada |
11s0°0' |
3 |
Jupiter |
| 12 |
Meena |
25. P Bhadrapada |
11s3°20' |
1 |
Jupiter |
| 26. U Bhadrapada |
11s16°40' |
4 |
Saturn |
| 27. Revati |
12s0°0' |
4 |
Mercury |
|
| A segment of the zodiac extending
from 276°40'0" to 280°53'20" (equivalent to 6°4'0" to 10°53'20"
in the Makara rashi, involving the last quarter of the twenty first (i.e.
Uttarashadha) nakshatra and the beginning of the twenty-second (Sharavana),
is sometimes considered as a separate nakshatra by the name Abhijit. This
addition changes the number of nakshatras to twenty-eight. In such a
situation, Abhijit is considered as the twent-second nakshatra, and the
subsequent six nakshatras (from Sharavana onwards) assume changed numbers
(from 23 to 28, instead of 22 to 27). |
| The
geocentric astronomical framework |
In order to understand
the very basic astronomical concepts, as pertinent to an understanding of
Vedic astrology, it is important to understand certain facts about the
earth, the movements of the earth, and the apparent movement of the
planets around the earth. Explanation of a few definitions is also in
order.
Earth as a sphere : The earth is spherical. It rotates from west to
east around its axis. The axis of the earth is an imaginary line which,
passing through its centre, connects its two poles, the north pole and the
south pole. Another imaginary line running across the largest
circumference of the earth, equidistant from its poles and running in an
east-west direction, is called the equator. The terrestial equator is
considered as the zero degree of latitude. Parallels drawn to the equator,
either north or south of it, indicate the north or south latitudes, from
zero degree at the equator to 90 degrees at either pole.
Imaginary lines can also be drawn on the surface of the earth connecting
the north pole to the south pole. Encompassing the circumference of the
earth, these correspond to the 360 degrees of longitude. They are also
known as the terrestrial meridians. Ancient Vedic astrologers considered
the terrestrial meridian passing through Ujjain as the zero degree
longitude. At present, the meridian passing through Green witch in England
is regarded as corresponding to zero degree of longitude. The longitudes
are marked from zero degree to 180 degrees east or west, depending upon
whether a place falls to the east or to the west of Greenwitch. The
latitude and the longitude of a place are the co-ordinates, which help to
locate the place accurately on the surface of the earth. The 360 degrees
of terrestrial longitude represent a time span of 24 hours. One hour thus
corresponds to 15 degrees, and one degree of terrestrial longitude
represents 4 minutes of time. |
The equator divides the earth into northern and souther
hemispheres.Latitudes and longitudes help locate a place on the surface
of the earth.Arrow shows the direction of the earth's rotation from west
to east.
|
| The great and the small circles
: A great circle is any circle the plane of which passes
through the centre of a sphere. Equator is a great circle on the earth,
equidistant from the north and south poles. Any circle the plane of which
does not pass through the centre of a sphere is called a small circle.
As the equator corresponds to zero degree latitude, all parallels to it
are small circles, which represent the north or south latitudes. |
Imaginary extensions into space :
The space around the earth extends to an infinite extent. To us, the
extension of space upto the zodiac is of primary importance. Celestrial
Sphere is an imaginary projection of the earth in all directions upto
infinity. An extension of the plane of terrestial equator into space is
called the celestial equator . Any great circle that joins the
celestial north and south poles is called a meridian. The meridian of a
place corresponds to the terrestrial longitude. The meridian passing
through Greenwitch corresponds to zero degree of longitude, and is
termed as the Principal meridian or the Standard meridian.
The angular distance between the principal meridian and the meridian of a
given place (i.e., the angle subtended by the principal meridian and the
meridian of a given place, at the centre of the earth) is called the
longitude of a place.
The Sun crosses the meridian of a place at mid-day. The intersection of
the ecliptic (i.e., the sun's apparent path around the earth) with the
meridian of a place is termed as the midheaven which in other words
corresponds to the cusp of the tenth house of a horoscope. The meridian of
a place thus passes, around the earth, through north pole, midheaven (10th
house or zenith), south pole nadir (4th house) and back to the north pole. |
| Declination and right ascension:
Just as parallels of latitude
and meridians of longitude help to locate a place on the surface of the
terrentrial sphere, so do their extensions in the form of parallels of
declination and meridians of right ascension help to locate heavenly
bodies on the celestial sphere.Declination of a planet is the
angle subtended by it and the celestial equator at the earth. The
declination of a planet, thus, corresponds exactly with the terrestrial
latitude. A planet at the terrestrial equator is said to possess zero
degree declination. Right ascension of a planet is its
angular distance, measured eastwards along the celestial equator, from the
vernal equinox to the point where a perpendicular drawn through the said
planet falls on the celestial equator. |
Equator and ecliptic ; formation
of seasons:
The earth rotates on its own
axis in twenty-four hours. Along with this rotation, it also revolves
around the Sun in one year or 365.2422 days (365 days 5 hours 48 minutes
46 seconds). This span of time is called a tropical year. The path of the
earth around the Sun appears to us, from the earth, as the Sun's path
around the earth, and is called the ecliptic . The equator
runs around the middle of earth in an east-west direction and divides the
earth into a northern hemisphere and a southern hemisphere. The ecliptic,
or the Sun's path, in the apparent east-west direction, does not lie along
the equator but is obliquely placed to it. Half of the Sun's path thus
lies to the north of the equator and a half of it to the south of the
equator.
|
| The Sun thus happens to cross the
equator twice a year, giving rise to what are termed as the two equinoxes.
The vernal equinox happens around the 21st March, when the
Sun is on its northerly course. The autumnal equinox occurs
around 23rd September when the Sun is on its southerly course.. |
The ecliptic is inclined to the equator at an angle of 23.28'.It crosses
equator at two points, the vernal equinox and the autumnal equinox.The
north of the earth corresponds to the celestial north and celestial
south poles.
|
On these two occasions, the day and
night all over the globe are of equal duration. The Sun is vertically
above the equator at this time. The declination of the Sun at these
occasions is zero as it corresponds to the terrestrial equator which
represents zero degree latitude.
After vernal equinox, the Sun progressively attains north declination unit
it reaches a maximum of 23°28'. This occurs around 21st June and is known
as the summer solstice . The Sun is vertically above the
tropic of Cancer at this time. The northern hemisphere experiences the
longest day and the shortest night on this occasion. The reverse holds
true for the southern hemisphere.
After the autumnal equinox, the Sun pursues a southward course and attains
a maximum south declination of 23°28' at the time of winter solstice .
This happens around 22nd December. The Sun is vertically above the tropic
of Capricorn, at this time. The northern hemisphere experiences the
shortest day and the longest night on this occasion. The reverse holds
true for the southern hemisphere.
The obliquity of the ecliptic to the equator thus results in the
formation of seasons . When it is winter in the northern
hemisphere, it is summer in the southern hemisphere. When it is summer in
the northern hemisphere, it is winter in the southern hemisphere. |
The horizon:
It is the great circle, which
represents the meeting line of the earth and the sky. It varies according
to the position of the observer on the surface of the earth. For example,
for an observer at the north pole of the earth, the horizon corresponds
with the equator while the southern hemisphere remains out of view. For
one standing at the equator, the great circle passing through the poles
represents the horizon; the two poles lie on the horizon in this case. For
any intermediate positions, the horizon too varies accordingly. More and
more of the southern hemisphere moves out of the horizon as the observer
moves northward, and more and more northern hemisphere moves out of the
horizon as the observer moves southward.
The point of the celestial sphere, which is directly overhead for the
observer, is called as the zenith . This is at right angles to
the observer's horizon. Its opposite point is known as the nadir .
The great circle that passes in a north-south direction through the zenith
and the nadir, through the celestial north and south poles (i.e., the
north and south poles of the equator) and through the north and south
points of the horizon is called the meridian which has been
already referred to. |
| |
| The rising
and setting of signs |
| As already mentioned, the ecliptic
passes through the centre of the zodiacal belt which extends some 8' to 9'
on its either (north as well as south) side. The planets remain within the
limits of the zodiac. The earth rotates around its axis once in
twenty-four hours from west to east. As a consequence, all heavenly bodies
appear to revolve around the earth from east to west once in twenty-four
hours. The zodiac, with the nakshatras and rashis fixed upon it, also
appears to revolve around the earth once in twenty-four hours. Thus all
the signs and nakshatras on the zodiac appear to successively rise in the
eastern horizon and set at the western horizon once in twenty-four hours.
Six of the twelve signs appear at the eastern horizon during the day-time
and the remaining six during night-time. The following points are of
importance: |
1. The sign that rises at the
eastern horizon, at a given moment of time, is of primary importance and
called the ascendant or the lagna. It is the sign where the ecliptic cuts
the eastern horizon. In a horoscope this represents the first house.
2. The sign seventh from the ascendant is the descendant or the
setting sign. That is, when a particular sign is rising in the eastern
horizon, its opposite sign is setting in the western horizon. It is the
sign where the ecliptic cuts the western horizon. In a horoscope this
represents the seventh house
3. The points where the meridian cuts the ecliptic are the zenith
(above the earth) and the nadir (below the earth, exactly opposite to the
zenith) The Zenith (mid-heaven) represents the tenth house in a horoscope,
while the nadir represents the fourth house.
4. Each sign takes time to rise at the horizon from zero degrees to 30
degrees. All signs are not of equal duration so that some signs take
longer to completely rise above the horizon compared to the others
5. Signs can be divided into three groups, depending upon their rising
periods (rashi maanas).
|
Group A
|
Mesha
|
Kanya
|
Tula
|
Meena
|
|
Group B
|
Vrisha
|
Simha
|
Vrischika
|
Kumbha
|
|
Group C
|
Mithuna
|
Karka
|
Dhanu
|
Makara
|
A sign belonging to one group takes the same time to rise as another
belonging to the same group at the equator. The six signs from Karka to
Dhanu lengthen and the remaining six shorten as one proceeds from the
equator to the north pole. On the other hand, the signs from Makara to
Mithuna lengthen, while the remaining ones shorten, as one proceeds from
the equator to the south pole.
6. For any given latitude, the rising period for different signs is
fixed.
7. As one moves away from the equator, certain signs lengthen while
the others shorten as far as their rising period is concerned. That is,
certain signs remain longer on the horizon than the others.
8. Six signs elapse between sunrise and sunset, while the remaining
six signs do so between sunset and sunrise.
9. This means that in winter, when the days are shorter, the six
zodiacal signs that rise successively during the day have a shorter time
duration, while the remaining six have a longer time duration. This gives
rise to signs of short ascension and those of long ascension.
10. Signs of long ascension in the northern hemisphere are: Karka,
Simbha, Kanya, Tula, Vrischika and Dhanu.
11. Sings of short ascension in the northern hemisphere are: Makara,
Kumbha, Meena, Mesha, Vrisha and Mithuna. These are the signs of long
ascension for the southern latitudes.
12. As one nears the poles, certain zodiacal signs fail to rise. |
| The
concept of sidereal time |
The earth rotates
around its axis in 24 hours, in what may be termed a mean solar day. In
other words, the mean solar day is a function of earth's rotation in
relation to the Sun. Considered with reference to any fixed star in the
zodiac, the earth completes its one rotation in approximately 23 hours and
56 minutes (23 hours, 56 minutes, 4.09 seconds, to be precise). One
rotation of the earth in relation to a fixed star is called a sidereal
day. Said in another manner, a sidereal day is the time interval between
two successive transits of a fixed star over the meridian of a place. A
sidereal day is 3 minutes and 56 seconds (or roughly 4 minutes) shorter
than the mean solar day.
A sidereal day consists of 24 sidereal hours. Time reckoned according to
this method is called the sidereal time .Since the sidereal
time considers the angular rotation of the earth in relation to the fixed
stars of the zodiac, the earth will attain the same position with
reference to the zodiac every day at the same sidereal time. In other
words, for any location, for the same sidereal time, the disposition of
the signs of the zodiac (including the rising sign, the setting sign, the
tenth house, the 4th house, etc.) will be the same. This is the reason
why it is essential to obtain the correct sidereal time for the purposes
of erecting an astrological chart for any given moment of mean solar time
as provided by the watch.
Why is the mean solar day longer than the sidereal day? By the time the
earth rotates once, with reference to a fixed star, i.e., in one sidereal
day, the Sun has moved by approximately 1° thereby consuming
approximately 4 additional minutes each day. |
| Precession
of equinoxes |
|
The earth revolves
around the Sun once in 365 days 5 hours 48 minutes and 46 seconds.
Considered from the earth, the Sun appears to complete one round of the
ecliptic during this period. This is called a tropical year .In
the span of a tropical year, the earth regains its original angular
position with the Sun. It is also called the year of seasons since on this
Earth-Sun cycle depends the occurrence, and timing, of seasons. If we
consider the revolution of the Sun around the earth from one vernal
equinox (around 21st March, when the day and night all over the globe are
equal) to the next vernal equinox, it takes one tropical year to do so.
However, if at the end of a tropical year from one vernal equinox to the
next, we consider the position of the earth with reference to a fixed star
of the zodiac, the earth appears to lie some 50.26 seconds of celestial
longitude to the west of its original position. In order for the earth to
attain the same position with respect to a fixed star after one
revolution, it takes a time span of 365 days 6 hours 9 minutes and some
9.5 seconds. This duration of time is called a sidereal year .The
sidereal year is just over 20 minutes longer than the tropical year; this
time difference is equivalent to 50.26 seconds of celestial longitude.
Each year, the Vernal equinox will fall short by 50.26 seconds along the
zodiac reckoned along the fixed stars. This continuous receding of the
Vernal equinox along the zodiac is called as the precession of
equinoxes. |
|
| Causes
of precession |
| The earth rotates
around its axis like a spinning top. In doing so, its north pole (and,
therefore, the celestial pole), describes a dircle of some 47 degrees
around the pole of the ecliptic. |
|
|

The wobble of earth's axis in a clockwise direction causes the precession
of equinoxes.
The axis now points towards polaris;in about 13,000 years from now
it will have to be moved to a point within a few degrees from vega.
|
|
| This in other words,
means that the plane of the equator intersects the plane of the ecliptic
at a constantly shifting point. This point, the first point of Aries or
the vernal equinox, goes on receding westward at a rate of approximately
50.26 seconds of arc each year. This is called the precession of the
equinoxes. The result of this precession is a slow increase in the right
ascensions of almost all fixed stars in the zodiac. This precession takes
some 25,800 (or approximately 26,000) years to complete one circle. As
will be seen, an appreciation of this precession is of paramount
importance in the understanding of the basic concepts of Vedic astrology. |
| |
| Fixed
and movable zodiacs |
| The fixed or the
sidereal zodiac considers the nakshatras as its basis. Its first degree
begins as the first degree of Mesha (Aries) from a particular point in the
Revati group of stars. There is another zodiac, however, which is reckoned
from the Vernal equinoctial point; here the first point of Aries begins
from the Vernal equinox. This is called the movable or the tropical
zodiac. As has been seen, the movable zodiac continues to recede westward
along the stars, which characterise the fixed zodiac? |
| |
| Ayanamsha;
the sayana and the niryana system |
It has been seen that
because of the precession of equinoxes at a rate of 50.26 seconds per
year, the distance between the Vernal equinox (the 1st point of the
movable zodiac) and the 1st point of Mesha (Aries) on the fixed zodiac has
been progressively increasing. This distance at any given epoch is called
as the Ayanamsha .The ayanamsha thus indicates the difference
between the fixed zodiac and the movable zodiac. The system that considers
the fixed zodiac is called the Niryana (without ayana!)
system, while the one that considers the movable zodiac is called the Sayana
(with ayana!) system. The Niryana values of planetary longitudes can be
obtained by subtracting the ayanamsha for a given time from the Sayana
longitudes.
The Niryana and the Sayana zodiacs coincided in the year 285 AD when the
ayanamsha was zero. At the rate of precession of equinoxes stated above,
the ayanamsha on the 1st of January, 1995 is 23°47'26". The
equinoctial precession completes one round in aproximately 26,000 years,
as mentioned earlier, so that the fixed and movable zodiacs coincide
regularly after this time span. The ayanamsha reckoned on the basis of
considering the year 285 AD as the year when the Sayana and the Niryana
zodiacs coincided is called the Chitrapaksha ayanamsha. |
| |
| Ancient
method of time reckoning |
The Vedic seers
had an elaborate method of reckoning time. They combined genius with
religion so that it appealed to the intellectual and the devoted alike.
There were several methods of reckoning time. One standard method was as
follows:
| 1 Asu (or Prana) |
= |
4 (sidereal) seconds |
| 6 Asus |
= |
1 sidereal Pala (or
Vighati or Vinadi or 24 seconds) |
| 60 Palas |
= |
1 Ghati (24 minutes) |
| 60 Ghatis |
= |
1 day (24 hours) |
| 30 days |
= |
1 month |
| 12 months |
= |
1 year |
| 43, 20, 000 years |
= |
1 Yuga |
| 72 Yugas |
= |
1 Manu |
| 14 Manus |
= |
1 Kalpa (or 1008 Yugas) |
| 2 Kalpas |
= |
A day and night of brahma |
| 30 day-nights of
Brahma |
= |
1 month of Brahma |
| 12 months of Brahma |
= |
1 year of Brahma |
| 100 years of Brahma |
= |
Life of Brahm (or 1
Mahakalpa |
| In addition to
the above, the following methods of reckoning of time were used
for astrological purposes : |
| 1. Sidereal day |
= |
Time interval between one
star-rise to the next |
| 2. Civil day |
= |
Time interval between obe
sunrise to the next |
| 3. Lunar month |
= |
One new moon to the next |
| 4. Solar maonth |
= |
Interval between entry of
Sun from one sign to the other. |
| 5. Solar year |
= |
Period of one solar
revolution |
| 6. Jupiterian
(Barhaspatya) year |
= |
Period of Jupiter's motion
through a sign. |
|
| Circular
divisions |
Measures of angles have
been similarly described by Vedic astronomers.
| 60 Pratatparas |
= |
1 Tatpara |
| 60 Tatparas
|
= |
1 Vilipta (or
Vikala or second) |
| 60 Vilipta
|
= |
1 Lipta (or Kala
or minute) |
| 60 Lipta |
= |
1 Lava (or bhaga
or amsha or degree) |
| 30 Lavas |
= |
1 Rasi
(Sign) |
| 12 Rashis |
= |
1 celestial
circle or a revolution |
|
| |
| Planets
and the zodiac |
The planets revolve
around the Sun at different velocities in elliptical orbits. They also
appear to revolve around the earth in elliptical orbits.
Says Parashara:
"Although the grahas proceed towards the east, they appear as if they
are
moving in the westward direction, under the influence of the 'force of
flow'."
The following three factors are of importance:
I. The rotation of the earth from west to east direction :
Even as this causes the day as well as the night, it also makes the
planets appear to be moving from east to west across the earth.
II. Daily revolution of the zodiac from east to west : The
rotation of the earth makes the whole zodiac also appear as if it is
making one daily revolution around the earth. In one day-night duration,
all the signs of the zodiac (and all the nakshatras) successively rise in
the east and set in the west.
III. The movement of the planets from west to east :
Although the daily rotation of the earth makes the Sun and other planets
appear to be moving from east to west, in effect they move from west to
east along the zodiac. Thus a planet in Mesha will actually proceed to
Vrisha, and then to Mithuna, and so on.
Order of the planets: Aryabhata describes the order of
planets thus:
"Beneath the asterisms lie (the planets) Saturn, Jupiter, Mars, the
Sun, Venus,
Mercury and the Moon (one below the other); beneath them all lies the
earth....."
Planets as lords of days and Horas: Aryabhata
continues:
"The (above mentioned) seven planets beginning with Saturn, which are
arranged in the order of increasing fourth in order of increasing velocity
are the lords of the successive days, which are reckoned from
sunrise."
There are 24 Horas in a day. Each Hora is being (approximately!)
equivalent to an hour. The first Hora on a day, starting from sunrise,
belongs to the lord of the day itself. Subsequent Horas follow in the
order as given above, i.e., Saturn, Jupiter, Mars, Sun, Venus, Mercury,
Moon, Saturn, etc., until the end of day at next sunrise.
From Saturn, the fourth in order is the Sun; therefore, the Sun is the
lord of the day following the day of Saturn. That is, Sunday follows
Saturday. From the Sun, the fourth in order is the Moon. Therefore, Sunday
is followed by the day of the Moon, i.e., Monday.
Inner and Outer planets: The planets Mercury and Venus have their
orbits between the Sun and the earth. They are called inner or inferior
planets. These planets cannot go far away from the Sun. Mercury
can only move a maximum of 27 degrees from the Sun and Venus a maximum of
47 degrees from the Sun.
The planets Mars, Jupiter and Saturn, whose orbits lie outside the orbit
of the earth, are called outer or superior planets . |
|
Phenomenon of apparent retrogression in an outer planet as viewed from
the earth
Retrogression and direct motion:
Planets move along the zodiac from west to east, around the Sun.
However, when seen from the earth, sometimes their motion appears to be
occurring in a reverse direction against the background of the stars. This
apparent motion in the reverse direction is called as retrogression of
planets and has special significance in predictive astrology. Rahu and
Ketu, which are not true planets, however, always move in retrograde
direction.
Combustion of planets: Planets
when too close to the Sun become invisible and are labelled as combust. A
combust planet loses its strength and tends to behave adversely according
to predictive astrology. Aryabhata has the following to say
about combustion:
"When the Moon
has no latitude (i.e., when it is at zero degree of latitude) it is
visible when
situated at a distance of 12 degrees from the Sun. Venus is visible when 9
degrees distant
from the sun. The other planets taken in the order of decreasing sizes
(viz., Jupiter, Mercury,
Saturn and Mars) are visible when they are 9 degrees increased by twos
(i.e., when they are 11, 13, 15 and 17 degrees) distant from the
Sun."
The degrees as
mentioned above are generally taken as the limits within which the
respective planets are said to be combust.
|
|
| Planets
as gods |
Planets represent
concentrations of energy. They influence the terrestrial phenomena by
their disposition in the heavens. The sage Parashara, the father of Vedic
astrology as understood and practised today, considers the planets as the
representatives of gods. According to him:
(i) The Sun represents lord Rama.
(ii) The Moon represents lord Krishna.
(iii) Mars stands for lord Narsimha, the half human-half lion form of the
lord.
(iv) Mercury represents lord Buddha.
(v) Jupiter represents lord Vamana, who attained the form of a dwarf to
rid the world of the rule of demons. (vi) Venus represents lord Parshurama.
(vii) Saturn represents Kurma, the Tortoise incarnation of the lord.
(viii) Rahu represents Sookar, the Boar incarnation of the lord.
(ix) Ketu represents Meena, the Fish incarnation.
Even as the lord, according to Gita incarnates to safeguard the interests
of the righteous and to punish the evil-doers, so also the planets
undertake their benevolent and punitive actions. In other words, they
behave as benefics and malefics in a horoscopic chart. All planets, true
to their godly nature, produce both good and bad results. The actual
results produced by them manifest according to the inherent nature of
these planets. |
|
|