Planetary hours

The planetary hours are an ancient system in which one of the seven classical planets is given rulership over each day and various parts of the day. Developed in Hellenistic astrology, it has possible roots in older Babylonian astrology, and it is the origin of the names of the days of the week as used in English and numerous other languages.

The classical planets are Saturn, Jupiter, Mars, the Sun, Venus, Mercury and the Moon, and they take rulership over the hours in this sequence.

The sequence is from slowest- to fastest-moving as the planets appear in the night sky, and so is from furthest to nearest in the planetary spheres model. This order has come to be known as the "Chaldean order".^[1]

As each day is divided into 24 hours, the first hour of a day is ruled by the planet three places down in the Chaldean order from the planet ruling the first hour of the preceding day;^[2] i.e. a day with its first hour ruled by the Sun ("Sunday") is followed by a day with its first hour ruled by the Moon ("Monday"), followed by Mars ("Tuesday"), Mercury ("Wednesday"), Jupiter ("Thursday"), Venus ("Friday") and Saturn ("Saturday"), again followed by Sunday,^[3] yielding the familiar naming of the days of the week.

History

The astrological order of the days was explained by Vettius Valens and Dio Cassius (and Chaucer gave the same explanation in his Treatise on the Astrolabe). According to these authors, it was a principle of astrology that the heavenly bodies presided, in succession, over the hours of the day. The Ptolemaic system of planetary spheres asserts that the order of the heavenly bodies, from the farthest to the closest to the Earth is: Saturn, Jupiter, Mars, Sun, Venus, Mercury, Moon (or, objectively, the planets are ordered from slowest to fastest moving as they appear in the night sky – note however that the sun, Venus, and Mercury all advance by 360° per year, on average).^[4]

In astrological theory, not only the days of the week, but the hours of the day are dominated by the seven luminaries. If the first hour of a day is dominated by Saturn (), then the second hour is dominated by Jupiter (), the third by Mars (), and so on with the Sun (), Venus (), Mercury (), and the moon (), so that the sequence of planets repeats every seven hours. Therefore, the twenty-fifth hour, which is the first hour of the following day, is dominated by the Sun; the forty-ninth hour, which is the first hour of the next day, by the Moon. Thus, if a day is labelled by the planet which dominates its first hour, then Saturn's day is followed by the Sun's day, which is followed by the Moon's day, and so forth, as shown below.

According to Vettius Valens, the first hour of the day began at sunset, which follows Greek and Babylonian convention. He also states that the light and dark halves of the day were presided over by the heavenly bodies of the first hour of each half. This is confirmed by a Pompeian graffito which calls 6 February 60 a "Sunday", even though by modern reckoning it would have been a Wednesday. Assuming that this graffito used the sunset naming convention of Valens, it would follow that 6 February 60 was a Wednesday according to the sunrise naming convention used in modern astrology, suggesting that there may be an unbroken continuity of weekdays connecting the modern period to the 1st century AD at least.^[5]

These two overlapping naming systems continued to be used by Alexandrian Christians during the 4th century, but the days in both were simply numbered 1 to 7.^[6] Although names of planets (or the gods eponymous of the planets) were not used, the week beginning on Wednesday was named in Greek τῶν θεῶν tṓn theṓn ([day] of the [planetary] gods), as used by the late 4th century editor of the 328–373 Easter letters of Bishop Athanasius,^[6] and was named tentyon (a Ge'ez transcription of the Greek words) in a table of Easter dates for 311–369 that survives in an Ethiopian copy.^[7] The day of the week of Thoth 1 of the Alexandrian calendar and of Maskaram 1 of the Ethiopian calendar, the first day of their respective years,^[8] is given using the ton theon and tentyon respectively, both weeks beginning Wednesday = 1 in a column of 532-year Paschal tables. In a neighboring column of those same tables, both first days are also given a day of the week called the Day of John with a week beginning Sunday = 1. Both the ton theon and tentyon of these first days of the Alexandrian and Ethiopian years are numerically identical to the day of the week of the next March 24 in the Julian calendar using a Sunday = 1 week,^[9] which medieval computists called the concurrent. These overlapping weeks are still used in the Ethiopian computus.^[7]

Table of hours

A table of hours is shown for a sequence of seven days, with the day of the week indicated both for the sunrise (hour 1) and the sunset (hour 13) naming conventions. Day hours are calculated by adding up the amount of minutes from sunrise and sunset, then dividing by 12. Night hours are calculated by adding up the minutes from sunset to sunrise the next day, then dividing by 12.

1 (sunrise)	2	3	4	5	6	7	8	9	10	11	12	13 (sunset)	14	15	16	17	18	19	20	21	22	23	24
Saturday												(Wednesday)
Sunday												(Thursday)
Monday												(Friday)
Tuesday												(Saturday)
Wednesday												(Sunday)
Thursday												(Monday)
Friday												(Tuesday)

Astrological significance

Calculation of the planetary hours played a certain role in Renaissance astrology and magic. Astronomical tables published in the late 15th or during the 16th century often included a table of planetary hours with their significations,^[10] but their application was of limited importance to astrology as practiced, with Cornelius Gemma explicitly stating that he accorded them little weight.^[11]

The 16th-century Key of Solomon has a chapter on the topic, giving examples for the types of magic considered appropriate for the days or hours associated with each planet, for example:

In the Days and Hours of Saturn: the summoning of Souls from Hades, but only of those who have died a natural death
In the Days and Hours of Jupiter: obtaining honours, acquiring riches, contracting friendships, preserving health
In the Days and Hours of Mars: experiments regarding War, to arrive at military honour, acquire courage, overthrow enemies, etc.; in the hours of Mars: summoning Souls from Hades, especially of those slain in battle.
In the Days and Hours of the Sun: experiments regarding temporal wealth, hope, gain, fortune, divination, the favour of princes, to dissolve hostile feeling, and to make friends.
In the Days and Hours of Venus: forming friendships, for kindness and love, joyous and pleasant undertakings, travelling; in the hours of Venus: lots, poisons, preparing powders provocative of madness, etc.
In the Days and Hours of Mercury: eloquence and intelligence, promptitude in business, science and divination, etc.; in the Hours of Mercury: undertaking experiments relating to games, raillery jests, sports, etc.
In the Days and Hours of the Moon: embassies, voyages, envoys, messages, navigation; reconciliation, love, and the acquisition of merchandise by water; in the hours of the Moon: making trial of experiments relating to recovery of stolen property, for obtaining nocturnal visions, for summoning Spirits in sleep, and for preparing anything relating to Water.

Notes

^ The term "Chaldean order" is modern, used e.g. in Popular Science, January 1895, p. 335, but there is no evidence this order is actually taken from Babylonian astrology; rather, it seems to be a Hellenistic innovation of the 2nd century BC; see Eviatar Zerubavel, The Seven Day Circle: The History and Meaning of the Week, University of Chicago Press, 1989 [1985], p. 14.
^ The complete cycle of seven planets occurs three times in the day, occupying 7x3=21 hours. The day’s remaining three hours take the first three planets of the next cycle.
^ The day is divided into two parts; the day (time between sunrise and sunset) and the night (time between sunset and tomorrow's sunrise). Each part of the day is then divided into 12 equal parts, for a total of 24 (unequal) hours. The further the location is from the equator; and the closer the date is to the solstices (as opposed to the equinoxes); the greater the difference in length between the length of the planetary hours and the clock hours. Barrett, Francis (1989) [First printed in 1801]. "Book II. Part IV. The Magic and Philosophy of Trithemius of Spanheim". The Magus (First Carol Publishing Group ed.). New York: Carol Publishing Group. pp. 139–140. ISBN 0-8065-0462-5.
^ Falk, Michael (19 March 1999). "Astronomical names for the days of the week". Journal of the Royal Astronomical Society of Canada. 93 (1999–06): 122–133. Bibcode:1999JRASC..93..122F.
^ Nerone Caesare Augusto Cosso Lentuol Cossil fil. Cos. VIII idus Febr(u)arius dies solis, luna XIIIIX nun(dinae) Cumis, V (idus Februarias) nun(dinae) Pompeis. Robert Hannah, "Time in Written Spaces", in: Peter Keegan, Gareth Sears, Ray Laurence (eds.), Written Space in the Latin West, 200 BC to AD 300, A&C Black, 2013, p. 89.
^ ^a ^b The Festal Epistles of S. Athanasius, A Library of Fathers of the Holy Catholic Church, anterior to the division of the East and West, translated by Burgess, Henry, 1854, pp. xv–xxvi
^ ^a ^b Neugebauer, Otto (2016) [First published 1979 by Austrian Academy of Sciences], Ethiopic Astronomy and Computus, Red Sea Press, pp. 53–58, 94, 212–219, ISBN 978-1-56902-440-9
^ Both of these first days of the year are August 29 in the Julian calendar for the day after the end of Alexandrian and Ethiopian common years and August 30 in those years after leap years having a sixth epagomenal day the day before.
^ March 24 = Thoth/Maskaram 208 ≡ Thoth/Maskaram 5 mod 7.
^ Giuseppe Bezza, "Representation of the Skies and the Astrological Chart" in: Brendan Dooley (ed.) A Companion to Astrology in the Renaissance, Brill's Companions to the Christian Tradition, 2014, p. 70.
^ Steven Vanden Broecke, The Limits of Influence: Pico, Louvain, and the Crisis of Renaissance Astrology, volume 4 of History of science and medicine library: Medieval and early modern science, BRILL, 2003, p. 130.