Astro: Celestial CoordinatesCelestial coordinates are a system of measurements used in astronomy and astrology to describe the positions of celestial objects such as stars, planets, and constellations. There are several different celestial coordinates, including right ascension (RA), longitude, latitude, declination, and altitude. Each coordinate has its own astronomical or astrological significance, as outlined below:
Right ascension (RA) is a coordinate used to describe the position of an object in the sky along the celestial equator. It is measured in hours, minutes, and seconds and is analogous to longitude on Earth. RA is significant in both astronomy and astrology because it allows astronomers and astrologers to accurately locate celestial objects in the sky.
Longitude is a coordinate used to describe the position of a planet or other object in its orbit around the Sun. It is measured in degrees and is significant in astronomy because it allows astronomers to accurately predict the positions of planets and other objects in the solar system.
Latitude is a coordinate used to describe the position of an object in the sky relative to the celestial equator. It is measured in degrees and is significant in both astronomy and astrology because it helps astronomers and astrologers to determine the positions of celestial objects in the sky.
Declination is a coordinate used to describe the position of an object in the sky relative to the celestial equator, similar to latitude but measured in degrees north or south of the celestial equator. It is significant in astronomy because it allows astronomers to accurately locate objects in the sky.
Altitude is a coordinate used to describe the height of an object above the horizon. It is measured in degrees and is significant in both astronomy and astrology because it allows astronomers and astrologers to determine when objects will be visible in the sky and at what angle.
In astrology, celestial coordinates are used to create maps of the positions of celestial objects. This indicator plots the corresponding celestial coordinate
values for each planet, moon, or sun and labels key turning (pivot) points with a date (& optional time). Hover over labels for additional information.
Planet
Astro: Planetary SpeedPlanetary speed refers to the rate at which a planet moves along its orbit around the Sun. The speed of a planet can vary depending on its distance from the Sun, and is generally fastest at the point in its orbit where it is closest to the Sun (perihelion) and slowest at the point where it is farthest from the Sun (aphelion).
The significance of planetary speeds lies in their astrological interpretation. In astrology, the speed of a planet is thought to influence its energy and influence earthly affairs. Fast-moving planets, such as Mercury and Venus, are believed to have a more immediate and fleeting influence, while slower-moving planets, such as Jupiter and Saturn, are thought to have a more long-lasting and significant impact.
Astrologers use the speed of the planets, along with their positions, aspects, and other factors, to interpret their influence. By understanding the energy and symbolism associated with each planet, astrologers can provide insight and guidance to individuals seeking a greater understanding.
Astro: Planetary Aspect TableIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This chart overlay displays a real-time table of current interplanetary aspects for all AstroLib celestial body combinations.
Astro: Planetary Aspect DatesIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This chart overlay is a simple companion indicator that highlights aspect dates for the following oscillator:
Astro: Planetary AspectsIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This oscillator plots the current geocentric/heliocentric aspect for up to two planets and features a customizable precision of degree (up to +/- 15 degrees) for each aspect.
AstroLibLibrary "AstroLib", or Astro Library, is a collection of public Pinescript functions & calculations for use in astrology & astronomy indicators. Unless noted otherwise, this library was written jointly by @badsector666 and @BarefootJoey.
Library "AstroLib"
t_(txt)
Parameters:
txt (string)
JDNv2(t, withFraction)
Parameters:
t (float)
withFraction (bool)
J2K(t)
Parameters:
t (float)
J2KtoUnix(TimeInJDN)
Parameters:
TimeInJDN (float)
atan2(y, x)
Parameters:
y (float)
x (float)
DegSin(x)
Parameters:
x (float)
DegCos(x)
Parameters:
x (float)
DegTan(x)
Parameters:
x (float)
DegArcsin(x)
Parameters:
x (float)
DegArccos(x)
Parameters:
x (float)
DegArctan(x)
Parameters:
x (float)
DegAtan2(y, x)
Parameters:
y (float)
x (float)
range2pi(x)
Parameters:
x (float)
range360(x)
Parameters:
x (float)
gst(days)
Parameters:
days (float)
DegDecimal(Degrees, Minutes, Seconds)
Parameters:
Degrees (float)
Minutes (float)
Seconds (float)
Rectangular(R, theta, phi, Index)
Parameters:
R (float)
theta (float)
phi (float)
Index (float)
rLength(x, y, z)
Parameters:
x (float)
y (float)
z (float)
spherical(x, y, z, Index)
Parameters:
x (float)
y (float)
z (float)
Index (float)
obliquity(d)
Parameters:
d (float)
requatorial(x, y, z, d, Index)
Parameters:
x (float)
y (float)
z (float)
d (float)
Index (float)
recliptic(x, y, z, d, Index)
Parameters:
x (float)
y (float)
z (float)
d (float)
Index (float)
sequatorial(R, theta, phi, d, Index)
Parameters:
R (float)
theta (float)
phi (float)
d (float)
Index (float)
secliptic(R, theta, phi, d, Index)
Parameters:
R (float)
theta (float)
phi (float)
d (float)
Index (float)
precess(d1, d2, DEC, RA, Index, ddec, dra)
Parameters:
d1 (float)
d2 (float)
DEC (float)
RA (float)
Index (float)
ddec (float)
dra (float)
riset(J2000, DEC, RA, GLat, GLong, Index)
Parameters:
J2000 (float)
DEC (float)
RA (float)
GLat (float)
GLong (float)
Index (float)
ssun(d, Index)
Parameters:
d (float)
Index (float)
rsun(d, Index)
Parameters:
d (float)
Index (float)
sun(d, Index)
Parameters:
d (float)
Index (float)
SunLongitude(d, Index)
Parameters:
d (float)
Index (float)
Sunrise(J2000, GLat, GLong, Index, altitudex)
Parameters:
J2000 (float)
GLat (float)
GLong (float)
Index (float)
altitudex (float)
smoon(dx, Index)
Parameters:
dx (float)
Index (float)
rmoon(d, Index)
Parameters:
d (float)
Index (float)
tmoon(d, GLat, GLong, Index)
Parameters:
d (float)
GLat (float)
GLong (float)
Index (float)
moon(d, Index)
Parameters:
d (float)
Index (float)
Element(d, pnum)
Parameters:
d (float)
pnum (int)
kepler(m, ecc, eps)
Parameters:
m (float)
ecc (float)
eps (float)
rplanet(d, pnumber, Index)
Parameters:
d (float)
pnumber (int)
Index (float)
planet(d, pnumber, Index)
Parameters:
d (float)
pnumber (int)
Index (float)
altaz(d, DEC, RA, GLat, GLong, Index)
Parameters:
d (float)
DEC (float)
RA (float)
GLat (float)
GLong (float)
Index (float)
prise(d, P, GLat, GLong, Index)
Parameters:
d (float)
P (int)
GLat (float)
GLong (float)
Index (float)
MoonSize(d)
Parameters:
d (float)
Refraction(Temperature_C, Atmospheric_Pressure_mBar, Altitude_Deg)
Parameters:
Temperature_C (float)
Atmospheric_Pressure_mBar (float)
Altitude_Deg (float)
MoonRise(d, Longitude, Latitude, Index)
Parameters:
d (float)
Longitude (float)
Latitude (float)
Index (float)
f_to_sec(dec)
Parameters:
dec (float)
f_to_time(sec)
Parameters:
sec (float)
deg_to_time(deg)
Parameters:
deg (float)
toDMS(coordinate)
Parameters:
coordinate (float)
convertDMS(lat, lng)
Parameters:
lat (float)
lng (float)
convlatdec(deg)
Parameters:
deg (float)
PlanetName(pnum)
Parameters:
pnum (int)
PlanetNameV(pnum)
Parameters:
pnum (int)
PlanetSign(pnum)
Parameters:
pnum (int)
PlanetColor(pnum)
Parameters:
pnum (int)
zodiaccolor(deg)
Parameters:
deg (float)
degsign(deg)
Parameters:
deg (float)
degsignf(deg)
Parameters:
deg (float)
degnash(deg)
Parameters:
deg (float)
degname(deg)
Parameters:
deg (float)
retrogradesym(deg)
Parameters:
deg (float)
degaspsign(deg)
Parameters:
deg (float)
degaspname(deg)
Parameters:
deg (float)
degaspfull(deg)
Parameters:
deg (float)
degaspfullV2(deg)
Parameters:
deg (float)
degaspnameV2(deg)
Parameters:
deg (float)
degtolowest180(deg)
Parameters:
deg (float)
degaspfullapproach(deg)
Parameters:
deg (float)
virinchiaspectcol(deg, bull_col, bear_col)
Parameters:
deg (float)
bull_col (color)
bear_col (color)
virinchiaspectemo(deg, bull_emo, bear_emo)
Parameters:
deg (float)
bull_emo (string)
bear_emo (string)
aspectfastsigndeg(deg)
Parameters:
deg (float)
aspectfastfull(deg)
Parameters:
deg (float)
aspectslowfull(deg)
Parameters:
deg (float)
aspectslowsigndeg(deg)
Parameters:
deg (float)
aspectslowsign(deg)
Parameters:
deg (float)
aspectsignprecision(deg, precision)
Parameters:
deg (float)
precision (int)
aspectsignprecisionV2(deg, precision)
Parameters:
deg (float)
precision (float)
aspectsignprecisionV2ext(deg, precision)
Parameters:
deg (float)
precision (float)
IPaspectsignprecision(planet1, planet2, precision)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
IPaspectsignprecisionFull(planet1, planet2, precision)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
IPaspectlineprecision(planet1, planet2, precision, style, width)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
style (string)
width (int)
rDeg(deg)
Parameters:
deg (float)
AngToCirc(angle)
Parameters:
angle (float)
AngToCirc180(angle)
Parameters:
angle (float)
sidereal(deg, sidereal)
Parameters:
deg (float)
sidereal (bool)
J2000(JDN)
Parameters:
JDN (float)
JDN(t, d, tz)
Parameters:
t (float)
d (float)
tz (float)
getsun(index, day, dayr, latitude, longitude, tz)
Parameters:
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
tz (float)
getmoon(index, day, dayr, latitude, longitude)
Parameters:
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
getplanet(planet, index, day, dayr, latitude, longitude, tz)
Parameters:
planet (int)
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
tz (float)
ORB Moon Planetary Aspect
Moon is a very fascinating celestial body which is referred in Astrology as a planet.
The effect of the moon on earth is proven when we see it's affect on the tides.
The moon also represents the mind, which also makes it an interesting barometer of human thought.
The moon being the nearest and smallest 'planet', affects stock prices often causing short term trend changes. This indicator allows you to plot various aspects of the moon in relation to Nodes, Mercury, Venus, Mars, Jupiter and Saturn.
Of the various combinations, the Aspects of the Moon with the Lunar nodes(also called Rahu-Ketu) are used by Financial astrologers in trading in a big way. Lunar Nodes are one of the most versatile points in Zodiac which affect stock prices. In the short term trading space, Lunar Nodes in aspects with the Moon often indicated short term trend change and volatility (+/- 1 trading day).
A lunar node is either of the two orbital nodes of the Moon, that is, the two points at which the orbit of the Moon intersects the ecliptic. The ascending (or north) node is where the Moon moves into the northern ecliptic hemisphere, while the descending (or south) node is where the Moon enters the southern ecliptic hemisphere.
You can apply the indicator on the indexes or stocks to find out the best combination which works. Use the Daily TF.
This indicator also plots the Full moon and the New Moon on the charts.
You can also set alerts reminding you of upcoming combinations.
Due to TradingView restrictions plotting is possible only for the period 2020 to 2023 in this indicator.
