Information about Sundial
Wall sundial in Warsaw's Old Town- a vertical south west decliner dial
Most sundial designs indicate apparent solar time. Minor design variations can measure standard and daylight saving time, as well.
History

Greek equatorial sun dial, Ai-Khanoum, Afghanistan 3rd-2nd century BC.
The mathematician and astronomer Theodosius of Bithynia (ca. 160 BC-ca. 100 BC) is said to have invented a universal sundial that could be used anywhere on Earth. Marcus Vitruvius Pollio the Roman author of De Architectura wrote on the mathematics of gnomons.[3] The French astronomer Oronce Finé constructed a sundial of ivory in 1524. The Italian astronomer Giovanni Padovani published a treatise on the sundial in 1570, in which he included instructions for the manufacture and laying out of mural (vertical) and horizontal sundials. Giuseppe Biancani's Constructio instrumenti ad horologia solaria (ca. 1620) discusses how to make a perfect sundial, with accompanying illustrations.
The oldest sundial in Britain is incorporated into the Bewcastle Cross. The dial is divided into four tides, covering the parts of the working day in medieval times.
Terminology
The 'shadow-maker' of the sundial is called a gnomon[1]. In common speech, the gnomon is often called a style. [4]The sun casts a shadow from the gnomon to a surface called the dial face or dial plate (often shortened to face).
Most sundials indicate time on the dial face by the shadow of a line in space called the style[2]. On a standard garden sundial, this line is the top edge of the gnomon. The style should be parallel to the Earth's axis of rotation, and point to the celestial pole.
The line on the dial plate perpendicularly beneath the style is called the substyle[3], that is below the style. The angle the style makes perpendicularly with the dial plate is called the substyle height, an unusual use of the word height to mean an angle. On many wall dials, the substyle is not the same as the noon line. The angle, on the dial plate, the noon line makes to the substyle is called the substyle distance, an unusual use of the word distance to mean an angle.
Some sundials indicate both the time and the date by the shadow of a particular point on the gnomon. That point is called the nodus. The nodus may be the tip of a gnomon with an arbitrary (usually horizontal or vertical) orientation[4].
A few sundials have both a style and a nodus, with the nodus in the form of a small sphere or a notch on a polar-pointing style, or simply the tip of the gnomon.
In addition to the Hour line, the face of the dial can contain further infomation , such as the horizon, the equator and the tropics. These lines are referred to as the dial furniture. It is traditional for a sundial to have a motto.
Ordinary sundials do not correct apparent solar time to clock time. There is a 15-minute variation through the year, known as the equation of time, because the Earth's orbit is slightly elliptical and its axis is tilted relative to the plane of its orbit. A sundial's furniture may include a graph showing the correction needed. More complex sundials may have curved hour-lines, curved gnomons or other arrangements to directly display the clock time.
Design and principles of operation
Equatorial or Equinoctial sundial
An Equinoctial sundial in the Forbidden City, Beijing.
In the above design, the bar is the style. In the summer, the north end of the bar is the nodus, but in the winter, the south end of the bar is the nodus.
A series of concentric circles can be drawn on the face which plot the path of the shadow of the nodus on specific days, thus the dial can be used as a calendar as well as clock. The style shows the time and the nodus the date. One disadvantage of this design is that with a solid face, near the equinox, when sun is just on the celestial equator, the dial is hard to read.
Garden sundial
- See Logo programming language for a sample program to draw a garden sundial
The markings of each edge are aligned with the edge of the gnomon that produces the shadow. The angle of the face markings from the root of the gnomon (the substyle) are calculated from the formula:
- face-angle = arctan(sin(latitude)*tan(hour-angle))
- style height = latitude
Installation of ornamental garden sundials
Horizontal sundial in Taganrog (1833)
Many ornamental sundials are designed to be used at 45 degrees north. A sundial designed for one latitude can be adjusted for use at another latitude by tilting its base so that its style, or gnomon, is parallel to the Earth's axis of rotation and pointing in the direction of the north celestial pole in the northern hemisphere, or the south celestial pole in the southern hemisphere. Some mass-produced garden sundials fail to calculate the hourlines so can never be corrected.
A local standard time zone is nominally 15 degrees wide, but may be modified to follow geographic or political boundaries. A sundial can be rotated around its style (which must remain pointed at the celestial pole) to adjust to the local time zone. In most cases, a rotation in the range of 7.5 degrees east to 23 degrees west suffices. This will introduce error in sundials that do not have equal hour angles.
To correct for daylight saving time, a face needs two sets of numerals or a correction table. An informal standard is to have numerals in hot colors for summer, and in cool colors for winter.
Vertical sundials
They are easy to see from large distances and inexpensive to arrange. The face may be painted on the wall, or displayed in inlaid stone, and the gnomon may be single metal bar or tripod of metal bars for rigidity.Vertical Direct
These are placed on surfaces that align directly with the cardinal points of the compass. As mediaeval churches were aligned to face due east, this is actually quite common.A vertical direct south dial may be recognised by the symmetrical hour lines. The hours run counter clockwise.They are similar to garden sundials in construction. The formula for a south-facing sundial face :
- face-angle = arctan(cos(latitude)*tan(hour-angle))
- style height = co-latitude = 90-latitude.
A vertical direct north dial is a mirror image of a south direct dial, it is of limited use as it only displays the hours before 6 am, and after 6 pm.
It used to be traditional to place four sundials on the roof or sides of a tower to provide the time. In this way, the time was available to all for the entire day. Further a pillar could be erected to hold a cube of stone, and the four direct dials could the inscribed.
Vertical declining dials
A declining dial is any dial that does not directly face N, S, E or W. It can be recognised by hourlines that are not symmetrical. In every case the gnomon will point to the celestial north pole. In every case, the midday line or meridian line is vertical, but the gnomon will not be vertical. The line marked XII or 12 will be close to the meridian, but may not be exactly there as the dial has been corrected for longitude.
Inclining dials, inclining declining dials
Inclining dials, sometimes called reclining dials, are dials on a slope. In principle, sundials can be placed on any surface, at any angle, given the correct trigonometric projection of the face. Sundials on sloping roofs can be calculated. This is rarely done; usually the gnomon is aligned and the rest is done by observation rather than calculation.Analemmatic sundials
Analemmatic sundials correct solar time to mean solar time or another standard time. These usually have hour lines shaped like "figure eights" (analemmas) according to the equation of time. This compensates for the slight eccentricity in the Earth's orbit that causes up to a 15 minute variation from mean solar time. Very accurate dials of this type fit nicely in a public square, using a ball at the tip of a flagpole as the nodus, with the face painted on or inlaid in the pavement.- The geometrical construction of an analemmatic sundial is simple. First imagine an equatorial sundial floating in the air: a vertical bar directed towards the pole and a ring in the plane perpendicular to the bar. Label the lowest point of the ring "12", and the other hour marks as usual. At a certain time and date, the shadow of a certain point A on the bar (which falls here or there depending on the time of year) falls on a certain point B of the ring (which depends on the hour, and the position in the Earth's orbit). Now draw the point B' in the ground just below B and the point A' just below A. Now if you stand at A' your shadow will point at B', because the sun is somewhere in the plane A B A' B'.
- In middle latitudes, the ellipse with the hour-marks should be about six meters wide, so the shadow of the head of the beholder will fall near it most of the time. [5]
- A less accurate version of the sundial is to lay out the hour marks on concrete, and then let the user stand in a square marked with the month. The month squares are arranged to correct the sundial for the time of year. The user's head then forms the gnomon of the dial. If the sundial is molded into the concrete, it resists vandalism and is engaging and reasonably accurate. [6]
Portable sundials, for navigation and time
Diptych sundial in the form of a mandolin, circa 1612
Diptych sundial
The diptych consisted of two small flat faces, joined by a hinge. Diptychs usually folded into little flat boxes suitable for a pocket. The gnomon was a string between the two faces. When the string was tight, the two faces formed both a vertical and horizontal sundial. These were made of white ivory, inlaid with black lacquer markings. The gnomons were black braided silk, linen or hemp.With a knot or bead on the string as a nodus, and the correct markings, a diptych can keep a calendar well-enough to plant crops.
By making the two sundials have different angles to the string (and thus different projections), a diptych can be self-aligning. When both faces show the same time, and the hinge is level, the diptych shows the local apparent solar time. Additionally, the hinge will point north (in the northern hemisphere), and the diptych will be angled so the gnomon is parallel to the Earth's axis of rotation. At solar noon, sunrise and sunset, the latitude adjustment of the diptych can't affect the time of either sundial, but at 9am and 3pm, each degree of latitude error (from holding the sundial at the wrong angle) creates four minutes of difference between the two faces. A diptych can also act as a compass and even measure latitude. Some diptychs included a small scale and a plumb-bob to read the latitude. Some others included a compass rose to measure angles to geographic features. Large (meter-sized) diptychs may have been used for navigation in ancient times.
Early 18th century portable sundials
Brass portable sundial. This dial was made in Dublin in 1742 by Gabriel Stokes, a mathematical instrument maker.
Elevation sundial
Astrolabes were used as sundials, as well as for calendrical observations, navigation and astronomy.Ring dials
Ring dials came in several forms. The principle component was a ring suspended vertically.- Ring, Poke or Astronomical Ring: Sometimes referred to as an Aquitaine. It had a small handle, or was a fob or the decoration of a necklace. When held by its handle, a hole would cast a shadow on the inside of the ring, telling the time by markings on the inside. The user had to know if it was morning or evening. Usually the hole was mounted in a sliding lockable piece of metal, which was adjusted to correct date. The name poke comes from an old term for pocket; hence a pocket dial.
Universal Equinoctial Ring Dial, constructed at Paris, by Butterfield, probably in the last quarter of the 18th century
- Universal Equinoctial Ring Dial: This dial has a vertical meridian ring that was graduated with latitude. This permits the user to align the device with the celestial sphere by setting the ring to his location. Mounted inside the meridian ring was an equatorial or hour ring. It was mounted so that it could be folded into the outer ring when not in use. When used, it was opened to a position at right angles to the meridian ring. This ring was marked with the time. The third component of the dial was the central bar. It was often in the form of a flat plate with a sliding plate in it. This bar could pivot about its end points and was parallel to the celestial polar axis. The slider was positioned to the month and day according to a scale scribed on the bar. The sliding plate had a hole in it through which the sun would shine. By orienting the bar towards the sun, the light shining through the hole would fall on the hour ring indicating the time. Usually constructed of brass, these were self-orienting, universal and accurate. Larger ringscould yield local time to the minute.
Precision sundials (heliochronometers)
A precision sundial, called a heliochronometer,corrects apparent solar time to mean solar time or another standard time. Heliochronometers usually indicate the minutes to within 1 minute of Universal Time. See this discussion of the limits of Sundial Accuracy.Equatorial bow sundial
Equatorial-bow-style sun dial at Clark College in Vancouver
One of the simplest sundials that reads clock time is an equatorial bow with a gnomon shaped like two vases [5]. The vase-shape directly shades the hour line in the correct place as the year passes, and the sun changes elevation.
The most precise sundials ever made are monumental equatorial bows constructed of masonry, part of the Yantra mandir (Jaipur), in India, built as part of a set of astronomical instruments.
Precision noonmarks
In some older houses a noon-mark can be found carved into a floor or windowsill. Such marks indicate local noon, and they provide a simple and accurate time reference for households that do not possess accurate clocks.In modern times, some Asian countries' post offices have set their clocks from a precision noon-mark. These in turn provided the times for the rest of the society. The typical noon-mark sundial was a lens set above an analemmatic plate. The plate has an engraved figure-eight shape. When the edge of the sun's image touches the part of the shape for the current month, this indicates that it is noon.
Further Methods
Vitruvius
Marcus Vitruvius Pollio, a 1st century BC Roman, in Book IX of De Architectura gave a list of sundials known at that time and their inventors.- semicircular, hollowed out of a square block, and cut under to correspond to the polar altitude - Berosus the Chaldean
- scaphe or hemisphere - Aristarchus of Samos
- disc on a plane surface - Aristarchus of Samos
- arachne - Eudoxus of Cnidus or Apollonius of Perga
- plinthium or lacunar (example in the Circus Flaminius) - Scopinas of Syracuse
- pros ta historoumena - Parmenio
- pros pan klima - Theodosius of Bithynia and Andreas
- pelecinum - Patrocles
- cone - Dionysodorus
- quiver - Apollonius of Perga
- conarachne
- conical plinthium
- antiborean
- portable sundials
- analemma
Pelekinon

Greek sundial from Ai Khanoum, Afghanistan, 3rd-2nd century BCE.
Reflection sundials
Isaac Newton used a sundial for a south-facing window.[7] He placed a tiny mirror on the windowsill, and painted the sundial's face in a mirror-image pelekinon on the ceiling and walls. The mirror formed the gnomon by reflecting a spot of light. This provides a large, accurate, perfectly correctable sundial with minimal material, and no wasted space at all. This design could easily be made analemmatic.Analog calculating sundials
A horizontal sundial with a face cut on a cardioid keeps clock time, while still resembling a conventional garden sundial. The cardioid shape connects the intersections between the solar-time marks of a conventional sundial, and the equal-angles of a true clock-time face. The place where The shadow crosses the cardioid's edge, and the clock time can be read from the underlying clock-time dial. The sundial is adjusted for daylight saving time by rotating the underlying equal-angle clock-time face. The sun-time face does not move.The Optical Sundial - The Benoy Dial
In a Benoy Dial the time is indicated by a clear pointer of light. Sunlight is focused through a clear liquid within what would be recognised as the gnomon. This makes the dial unique as the only one that does not stop but focuses light to show time. Benoy dials (called a Sunclock by its maker) can be seen at :- Upton Hall British Horological Institute Newark-on-Trent Nottinghamshire UK
- Within the collections of St Edmundsbury Heritage Service Bury St Edmunds UKhttp://www.stedmundsbury.gov.uk/sebc/visit/Telling-the-Story-of-Time-Measurement.cfm
- Carnfunnock Country Park Antrim Northern Ireland
- Longleat Warminster Wiltshire UK
- Jodrell Bank Science Centre and Arboretum
- Birmingham Botanical Gardens Edgebaston UK
- Science Museum UK - (inventory number 1975-318)
Digital sundials
References
- Sundials: Their Theory and Construction, Albert E. Waugh, Dover Publications, Inc., 1973, ISBN 0-486-22947-5.
- "Sundials Old and New", A.P.Herbert, Methuen & Co. Ltd, 1967.
- "Illustrating Shadows", Simon Wheaton-Smith, ISBN 0-9765286-8-1, LCN: 2005900674
- also see "Illustrating More Shadows", Simon Wheaton-Smith, both books are over 300 pages long.
- Gerard L'E. Turner, Antique Scientific Instruments, Blandford Press Ltd. 1980 ISBN 0-7137-1068-3
- Make A Sundial, (The Education Group British Sundial Society) Editors Jane Walker and David Brown, British Sundial Society 1991 ISBN 0-9518404-0
Footnotes
1. ^ Diogenes Laertius - Anaximander
2. ^ Edmund Buchner, "Solarium Augusti und Ara Pacis", Römische Mitteilungen 83 (1976:319-75); Die Sonnenuhr des Augustus: Kaiser Augustus und die verlorene Republik (Berlin) 1988.
3. ^ Marcus Vitruvius Pollio:de Architectura, Book IX. The Latin text is that of the Teubner edition of 1899 by Valentin Rose, transcribed by Bill Thayer (2007-07-07). Retrieved on 2007-09-07.
4. ^ In technical writing, gnomon can mean the perpendicular height, of a nodus, or the tip of the style from the dial plate. The point that this touches the dial plate, is called the gnomon root.
5. ^ “Analemmatic sundials: How to build one and why they work” by C.J. Budd and C.J. Sangwin
6. ^ Sunclocks - Human Sundials, using your own shadow to tell correct time
7. ^ Sundials: Their Theory and Construction, Albert E. Waugh, Dover Publications, Inc., 1973, ISBN 0-486-22947-5.
2. ^ Edmund Buchner, "Solarium Augusti und Ara Pacis", Römische Mitteilungen 83 (1976:319-75); Die Sonnenuhr des Augustus: Kaiser Augustus und die verlorene Republik (Berlin) 1988.
3. ^ Marcus Vitruvius Pollio:de Architectura, Book IX. The Latin text is that of the Teubner edition of 1899 by Valentin Rose, transcribed by Bill Thayer (2007-07-07). Retrieved on 2007-09-07.
4. ^ In technical writing, gnomon can mean the perpendicular height, of a nodus, or the tip of the style from the dial plate. The point that this touches the dial plate, is called the gnomon root.
5. ^ “Analemmatic sundials: How to build one and why they work” by C.J. Budd and C.J. Sangwin
6. ^ Sunclocks - Human Sundials, using your own shadow to tell correct time
7. ^ Sundials: Their Theory and Construction, Albert E. Waugh, Dover Publications, Inc., 1973, ISBN 0-486-22947-5.
See also
- Moondial
- Foucault pendulum
- Francesco Bianchini
- Scottish sundial — the ancient renaissance sundials of Scotland.
- Tide (time) - devisions of the day on early sundials.
- Nocturnal - device for determining time by the stars at night.
Sundial Societies, Groups and Organizations
- The British Sundial Society
- The North American Sundial Society
- Societat Catalana de Gnomònica
- The Italian Sundial Society (CGI)
External links
- Sundial Websites Catalogue An indexed and edited site of Sundial related sites.
- Sunbeams and Sundials Children's guide to the sun, the seasons and sundials.
- A major source of information Information about sundial design and building, small indoor, glass, clay, and concrete, designing programs in many languages for sundials, and VRML models.
- Sundial links a collection of sundial links ordered by date.
- Shakhes An Iranian sundial website (in Farsi and English)including sundial in Iran, sundial making and ....
time.
One view is that time is part of the fundamental structure of the universe, a dimension in which events occur in sequence, and time itself is something that can be measured.
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One view is that time is part of the fundamental structure of the universe, a dimension in which events occur in sequence, and time itself is something that can be measured.
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The Sun
Observation data
Mean distance
from Earth 1.4961011 m
(8.31 min at light speed)
Visual brightness (V) −26.74m [1]
Absolute magnitude 4.
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Observation data
Mean distance
from Earth 1.4961011 m
(8.31 min at light speed)
Visual brightness (V) −26.74m [1]
Absolute magnitude 4.
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Solar times are measures of the apparent position of the Sun on the celestial sphere. They are not actually the physical time, but rather hour angles, that is, angles expressed in time units.
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Daylight saving time (DST; also summer time in British English) is the convention of advancing clocks so that afternoons have more daylight and mornings have less.
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obelisk (Greek ὀβελίσκος [obeliskos], diminutive of ὀβελός [obelos], "needle") is a tall, narrow, four-sided, tapering monument which ends in a pyramidal top.
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and
35th century
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15th century BC - 14th century BC
1530s BC 1520s BC 1510s BC - 1500s BC - 1490s BC 1480s BC 1470s BC
1509 BC 1508 BC 1507 BC 1506 BC 1505 BC
1504 BC 1503 BC 1502 BC 1501 BC 1500 BC
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Events and trends
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Gumhūriyyat Miṣr al-ʿArabiyyah
Flag Coat of arms
Anthem
Bilady, Bilady, Bilady
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Arab Republic of Egypt
Flag Coat of arms
Anthem
Bilady, Bilady, Bilady
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The term ancient Greece refers to the periods of Greek history in Classical Antiquity, lasting ca. 750 BC[1] (the archaic period) to 146 BC (the Roman conquest). It is generally considered to be the seminal culture which provided the foundation of Western Civilization.
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Ancient Rome was a civilization that grew from a small agricultural community founded on the Italian Peninsula circa the 9th century BC to a massive empire straddling the Mediterranean Sea.
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Solarium Augusti, the largest sundial the ancient world has known,[1] was erected in Rome by Emperor Augustus, with a 30-metre Egyptian red granite obelisk that he had imported from Heliopolis.
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gnomon is the part of a sundial that casts the shadow. Gnomon is an ancient Greek word meaning "indicator", "one who discerns," or "that which reveals."
In the northern hemisphere, the shadow-casting edge is normally oriented so that it points north and is parallel to the
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In the northern hemisphere, the shadow-casting edge is normally oriented so that it points north and is parallel to the
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Old Testament (sometimes abbreviated OT) is the first section of the two-part Christian Biblical canon, which includes the books of the Hebrew Bible as well as several Deuterocanonical books. Its exact contents differ in the various Christian denominations.
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7th century BC - 6th century BC
730s BC 720s BC 710s BC - 700s BC - 690s BC 680s BC 670s BC
709 BC 708 BC 707 BC 706 BC 705 BC
704 BC 703 BC 702 BC 701 BC 700 BC
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730s BC 720s BC 710s BC - 700s BC - 690s BC 680s BC 670s BC
709 BC 708 BC 707 BC 706 BC 705 BC
704 BC 703 BC 702 BC 701 BC 700 BC
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Events and trends
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Theodosius of Bithynia (ca. 160 BC–ca. 100 BC) was a Greek astronomer and mathematician who wrote the Sphaerics, a book on the geometry of the sphere. Born in Tripolis, in Bithynia, Theodosius is cited by Vitruvius as having invented a sundial suitable for any place
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De architectura (Latin: "On architecture") is a treatise on architecture written by the Roman architect Vitruvius and dedicated to his patron, the emperor Caesar Augustus.
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Oronce Finé (in Latin, Orontius Finnaeus or Finaeus) (December 20, 1494-August 8, 1555) was a French mathematician and cartographer.
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Life
Born in Briançon, the son and grandson of physicians, he was educated in Paris (Collège de Navarre), and obtained a..... Click the link for more information.
15th century - 16th century - 17th century
1490s 1500s 1510s - 1520s - 1530s 1540s 1550s
1521 1522 1523 - 1524 - 1525 1526 1527
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1490s 1500s 1510s - 1520s - 1530s 1540s 1550s
1521 1522 1523 - 1524 - 1525 1526 1527
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Giovanni Padovani (or Paduani) (b. ca. 1512) was an Italian mathematician and astronomer. He lived in Verona and was a student of Pietro Pitati. He published a number of esteemed treatises on various astronomical and mathematical subjects, the most well-known of which was a
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15th century - 16th century - 17th century
1540s 1550s 1560s - 1570s - 1580s 1590s 1600s
1567 1568 1569 - 1570 - 1571 1572 1573
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Subjects: Archaeology - Architecture -
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1540s 1550s 1560s - 1570s - 1580s 1590s 1600s
1567 1568 1569 - 1570 - 1571 1572 1573
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Subjects: Archaeology - Architecture -
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Giuseppe Biancani (in Latin, Josephus Blancanus) (1566-1624) was an Italian Jesuit astronomer, mathematician, and selenographer, after whom the Blancanus crater, on the Moon, is named. He was a native of Bologna.
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17th century - 18th century
1590s 1600s 1610s - 1620s - 1630s 1640s 1650s
1617 1618 1619 - 1620 - 1621 1622 1623
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Subjects: Archaeology - Architecture -
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1590s 1600s 1610s - 1620s - 1630s 1640s 1650s
1617 1618 1619 - 1620 - 1621 1622 1623
:
Subjects: Archaeology - Architecture -
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A tide is an obsolete or archaic term for time, period or season, such as eventide, shrovetide, Eastertide, etc. When used on sundials the 'tides' were around three hours long, starting at 6am and ending at 6pm, the working day divided up into these four tides.
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Bewcastle Cross is a popular runic monument in Cumbria, England, from the late 7th or early 8th century. The head of the cross is missing, but the remainder is still 14.5 feet (4.4 meters) high.
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gnomon is the part of a sundial that casts the shadow. Gnomon is an ancient Greek word meaning "indicator", "one who discerns," or "that which reveals."
In the northern hemisphere, the shadow-casting edge is normally oriented so that it points north and is parallel to the
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In the northern hemisphere, the shadow-casting edge is normally oriented so that it points north and is parallel to the
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Solar times are measures of the apparent position of the Sun on the celestial sphere. They are not actually the physical time, but rather hour angles, that is, angles expressed in time units.
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Meantime or mean time may refer to:
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Time
- Greenwich Mean Time, the mean solar time at the Royal Observatory, Greenwich in England: often used to refer to Coordinated Universal Time
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equation of time is the difference, over the course of a year, between time as read from a sundial and a clock. The sundial can be ahead (fast) by as much as 16 min 33 s (around November 3) or fall behind by as much as 14 min 6 s (around February 12).
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equinox can have two meanings:
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- The moment when the Sun is positioned directly over the Earth's equator and, by extension, the apparent position of the Sun at that moment - see below.
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Logo
Paradigm: functional, educational
Appeared in: 1967
Designed by: Wally Feurzeig & Seymour Papert
Developer: Wally Feurzeig & Seymour Papert
Typing discipline: dynamic
Major implementations: UCBLogo, many others
Influenced by: Lisp
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Paradigm: functional, educational
Appeared in: 1967
Designed by: Wally Feurzeig & Seymour Papert
Developer: Wally Feurzeig & Seymour Papert
Typing discipline: dynamic
Major implementations: UCBLogo, many others
Influenced by: Lisp
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Herod_Archelaus


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