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The Human Orrery
                A Powerful Resource for Raising
                        Universe Awareness

                             Mark E. Bailey
                           Armagh Observatory

       http://star.arm.ac.uk/                   meb@arm.ac.uk
      http://climate.arm.ac.uk

EU-UNAWE Workshop
2012 March 26–30 – #1
What is an Orrery?
 The answer brings in History, Culture, Cosmology, Religion, the Develop-
 ment of Scientific Ideas . . . An Orrery is:
   1. A dynamic model of the Solar System;
   2. A model of the world, dating back to early eighteenth century;
   3. A table-top model to illustrate what was then still a new idea: that the
      Earth revolves around the Sun, and — contrary to immediate experience:
         the Sun lies apparently motionless at the centre of the Solar System;
         the Earth spins on its axis and Earth moves through space.


   4. An orrery can illustrate some key observations, namely:
         the planets nearer the Sun show phases, like the Moon;
         the outer planets retrograde at certain points of their orbits;
         the Jovian system provides a visual analogue for the structure of the

           Solar System.

 Think: How do you know the Earth goes around the Sun?
EU-UNAWE Workshop
2012 March 26–30 – #2
Cross-Cutting Links: Use Orrery Science to Teach History
 Think again: How do you know the Earth moves? Use the extraordinarily
 slow acceptance of the heliocentric picture to illustrate:
   1. Development of scientific ideas; their interaction with society;
   2. Key moments in history; key personalities; bringing ‘science to life’, e.g.
         the labours of Copernicus, who in 1543 (on his death-bed) ultimately

          produced his famous De Revolutionibus Orbium Coelestium;
         Martin Luther’s disparaging remarks: “The fool will overturn the whole

          science of astronomy. But as the Holy Scriptures state, Joshua bade
          the Sun stand still and not the Earth.” (Any modern parallels?);
         the importance of careful observations (e.g. Tycho Brahe) and

          innovative — and intuitive — theoretical interpretations (e.g. Kepler);
         Galileo Galilei’s promotion of the heliocentric hypothesis, leading to his

          bruising encounter with the Church in 1633 (90 years after Copernicus)
          and his trial and subsequent sentence to life house arrest for heresy.
   3. Explore modern concepts in development of scientific ideas; nature of
      scientific discovery; scientific revolutions and paradigm shifts.
EU-UNAWE Workshop
2012 March 26–30 – #3
The First Orrery
   1. Invented by George Graham (c.1674–1751) around 1700; improved by John
      Rowley (1674–1728), the celebrated London instrument maker;
   2. Presented around 1712 to John, fifth Earl of Orrery (1706/1707–1762); the
      name ‘orrery’ popularized by Irish essayist Sir Richard Steele (1672–1729).
   3. Creation of first orrery sponsored by Charles Boyle (1674–1731), fourth Earl
      of Orrery: author, soldier and statesman.
          grandson of Roger Boyle (1621–1679), first Earl of Orrery, and

           greatgrandson of Richard Boyle (1566–1643): the First (or Great) Earl
           of Cork.




EU-UNAWE Workshop                 c
                            Image Science Museum, London
2012 March 26–30 – #4
Key Players: Each a Fascinating Subject in Own Right
                               1. George Graham (1674–1751): English
          Richard Boyle           clockmaker and inventor; John Rowley
                                  (1674–1728): London instrument maker, later
                                  Master of Mechanics to George I. Rowley made
                                  an orrery for Prince Eug`ne of Savoy and
                                                          e
                                  another for Charles Boyle, fourth Earl of Orrery.
                               2. Richard Steele (1672–1729): Irish politician,
                                  writer and essayist.
                               3. Richard Boyle (1626/1627–1691): The ‘Great’
                                  Earl of Cork. Richard’s third son, Roger Boyle
                                  (1621–1679), the first Earl of Orrery. Richard’s
                                  seventh and youngest son, Robert Boyle
                                  (1626/1627–1691), the ‘father’ of chemistry.
                               4. Charles Boyle (1674–1731): fourth Earl of
      John and Charles Boyle      Orrery; grandson of Roger Boyle.
                               5. John Boyle (1706/1707–1762): the fifth Earl of
                                  Cork and Orrery; married Henrietta (Harriet)
                                  Hamilton of Caledon, daughter of the first Earl
                                  of Orkney, and in 1738 acquired the Caledon
                                  Estate by marriage to the heiress Margaret
                                  Hamilton after Henrietta’s death in 1732.
                                  Caledon is just a few miles from Armagh.
EU-UNAWE Workshop
2012 March 26–30 – #5
Early Orreries: Used to Explain the Heliocentric Theory




EU-UNAWE Workshop
2012 March 26–30 – #6
Early Human Orreries . . .
 Are dynamic solar system models where
 people become the planets. The
 simplest models are:
   1. Based on circular orbits; and so
      cannot accurately show planets’
      true positions in space versus
      time.
   2. Usually not to scale; and so
      cannot be used for accurate
      measurements. This limits the
      range of possible activities.
   3. Nevertheless, even simple models
      are fun to build and fun for play!

 Human Orreries become much more
 interesting when laid out accurately.
 The concept is as versatile as a sundial.   Dynic Astropark Human Orrery (c.1997)
EU-UNAWE Workshop
2012 March 26–30 – #7
The Armagh Human Orrery: Key Features
(1) Scale: 1 m on
 ground = 1 AU in
 space, i.e. 1:150 billion.
(2) 16-day time-step.
(3) Six classical planets;
 one dwarf planet
 (Ceres); two comets
 (1P/Halley, 2P/Encke).
(4) The 13 ecliptic
 constellations; and
 ‘signposts’ to distant
 objects in the Universe
 (stars, galaxies etc.).
(5) Encourages
 comparison with              The Armagh Human Orrery
 observations and
 Universe Awareness.
EU-UNAWE Workshop
2012 March 26–30 – #8
The Peterborough Clone: The First in a School




           Human Orrery at the King’s School, Peterborough, England.
EU-UNAWE Workshop       Image courtesy John Kinchin.
2012 March 26–30 – #9
Laying Out the Armagh Human Orrery




 Tools needed: (1) string and tape to measure heliocentric distance; (2)
 a protractor or other device to measure angles such as ecliptic longitude,
 measured from zero at First Point of Aries; (3) paint or old CDs to mark each
 object’s location on ground; (4) hammer and nail to locate this precisely;
 and (5) a look-up table to connect each object’s position on the ‘map’, e.g.
 (r , θ), with the time/date of its corresponding position in space.
EU-UNAWE Workshop
2012 March 26–30 – #10
Inspect the Human Orrery




   1. Illustrates Kepler’s First Law: that planets revolve around the Sun in nearly
      the same plane in elliptical orbits with the Sun at one focus.
   2. Note the relatively small size of the Sun, which is shown to scale, and also
      that roughly 100 solar diameters equals 1 AU.
   3. Note that there are four inner (or terrestrial) planets: two inside the Earth’s
      orbit and one (Mars) beyond. Which ones show phases like the Moon?
   4. Think: How many discs in each planet’s orbit. Count all the discs!
      Think: Given that the diameter of the Sun is roughly 100 times that of the
      Earth and that twice the diameter of the Moon’s orbit about the Earth
      would almost fit inside the Sun, could we show the Moon’s heliocentric orbit
      on the Orrery. If so, what would be its shape?
EU-UNAWE Workshop
2012 March 26–30 – #11
Walk the Human Orrery




   1. Demonstrates Kepler’s Third Law: that planets closer to the Sun move
      much faster and have far less distance to travel in their orbits about the Sun
      than those farther out. Mathematically, “The square of the orbital period,
      P, is proportional to the cube of the semi-major axis, a”; i.e. P 2 ∝ a3 .
   2. People who keep walking the Human Orrery usually discover: (1) Mercury
      gets dizzy and falls over; (2) the outer planets move so slowly that they get
      bored (until Mercury falls over); and (3) the planets sometimes line up to
      produce a planetary massing on the sky.
   3. This is a good time to get people to practice Universe Awareness: What do
      Earthlings see? What about people on Mars, or those on Jupiter? Get
      people to observe the planets and note their slow motion against the stars.
EU-UNAWE Workshop
2012 March 26–30 – #12
Run the Human Orrery




   1. How fast can you go? How fast does each planet go? How far does
      each planet travel in one orbit around the Sun?
   2. How long does it take you to run 20 complete orbits of each planet’s
      ellipse? Construct a table or graph of your results.
   3. Running encourages orrery play-time. Can have as much or as little
      ‘science’, ‘mathematics’ or teamwork in this playful physical activity
      as you like.
EU-UNAWE Workshop
2012 March 26–30 – #13
Dance the Human Orrery!




   1. Dancing encourages physical activity, teamwork, coordination,
      movement and rhythm.
   2. Develops familiarity with the main features of the Solar System.
   3. Use dance as a tool to develop greater Universe Awareness. Can have
      as much or as little ‘science’ in this ‘play activity’ as you like.
EU-UNAWE Workshop
2012 March 26–30 – #14
Explore the Human Orrery




 Can you figure it out? Remember, the Human Orrery is just a map; but
 with time and orbital motion built in. What is the time-step?; the scale?
EU-UNAWE Workshop
2012 March 26–30 – #15
Measure the Human Orrery




 Lots of examples, e.g. How fast does Saturn move in its orbit around the Sun?
   1. Saturn travels ≈1 metre on the ground in 160 days.
          That is, ≈ 1.5 × 1011 m in space in 160 days.

          i.e. ≈ 1.5 × 108 km in half a year, which is roughly 1.5 × 107 seconds.

   2. So Saturn moves at approximately 10 km s−1 . This practices arithmetic and
      determines the approximate speed of objects moving around the Sun.
EU-UNAWE Workshop
2012 March 26–30 – #16
Demonstrate Kepler’s Second Law
   1. Kepler’s Second
      Law: Objects
      orbiting the Sun
      under the influence
      of gravity alone
      sweep out equal
      areas in equal
      times.
   2. Demonstrate this,
      e.g. by using the
      orbit of Mercury or
      Comet 2P/Encke.
   3. Advanced students
      can check the
      formula for the
      area of a sector of   Illustrating Kepler’s Second Law of ‘Equal Areas’
      an ellipse.
EU-UNAWE Workshop
2012 March 26–30 – #17
Count the Human Orrery
   1. Identify all the objects on the Orrery; classify them; count them;
      name them.
            e.g. one star (the Sun); six planets; one dwarf planet (Ceres); and two
             comets (1P/Halley and 2P/Encke).
   2. Break into groups and count all the discs you can see. Construct a
      table or bar chart (histogram) of your results.
   3. Think: Should any of your data be discarded? What is the mean; the
      mode; the median; the range of your distribution?




EU-UNAWE Workshop
                         Use the Human Orrery to introduce statistics.
2012 March 26–30 – #18
Other Human Orrery Activities
   1. Observing: Where are the planets today? Which are visible at night, which
      are evening or morning ‘stars’; which constellations are they ‘in’; how far
      away from Earth?; Is Earth visible at night from Mars?; from Venus?.
   2. Meteor showers: For example, from comets Halley and Encke where (and
      when) their orbits cross that of the Earth. What times of year are these
      showers? When are the danger times for Venus or Mars? From which
      constellation do the meteors appear to come from?
   3. Astrology: How many constellations does the Sun pass through in a year? In
      which does it spend the longest time; in which the shortest? Why is the
      First Point of Aries in Pisces?
   4. History: Demonstrate the Triple Conjunction theory for ‘Star of Bethlehem’;
      plot positions of Earth, Jupiter and Saturn for −6, i.e. (7 BC).
      Show that the first conjunction occurs in the morning sky around end-May;
      the second occurs near opposition around end-September; and the third
      occurs in early December, in the evening sky of that year.

EU-UNAWE Workshop
2012 March 26–30 – #19
Sleep the Human Orrery




EU-UNAWE Workshop
2012 March 26–30 – #20
Summary
   1. The Human Orrery is a simple, yet powerful resource for raising
      Universe Awareness among all people, young and old.
   2. It touches on history, many areas of Solar System astronomy, as
      well as mathematics, Earth’s place in Space, and the relationship
      between objects in the near and distant Universe (e.g. planets,
      stars, distant galaxies etc).
   3. The very wide range of Human Orrery activities lend themselves
      to including Human Orrery work into different areas of the school
      curriculum, familiarising children and their teachers with the
      structure of the solar system and the near Universe, of which the
      Earth is a part.
   4. It helps people to appreciate the fully three-dimensional nature of
      the celestial ‘sphere’, overcoming the geocentric illusion.

EU-UNAWE Workshop
2012 March 26–30 – #21
Acknowledgements

     Astronomy at Armagh Observatory is funded
        by the Northern Ireland Department of
               Culture, Arts and Leisure




EU-UNAWE Workshop
2012 March 26–30 – #22
Some Human Orrery Publications
    1. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Human Orrery: Ground-Based
       Astronomy for All”, Astronomy and Geophysics, 46, No.3, 3.31–3.35.
    2. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Human Orrery: Putting the Solar
       System in Perspective”, Sky and Telescope, 109, No. 5 (May), pp. 107–111.
    3. Bailey, M.E., Christou, A.A., Asher, D.J., 2005, “The Human Orrery”, Bull. Amer.
       Astron. Soc., 37, No. 3, paper 12.01, p. 634.
    4. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Armagh Observatory Human
       Orrery”, The Irish Scientist Year Book 2005, No. 13, p. 39, Oldbury Publishing, Dublin.
    5. Urquhart-Potts, A., Bailey, M.E., 2006, “A Run Round the Armagh Observatory Human
       Orrery”, Gnomon, 25, No. 2, p. 5.
    6. Asher, D.J., Bailey, M.E., Christou, A.A., Popescu, M.D., 2007, “The Human Orrery: A
       New Educational Tool for Astronomy”, Astronomy Education Review, Vol. 5, Issue 2 (18
       pages).
    7. Bailey, M.E., 2006, “The Armagh Observatory Human Orrery”, Observatory, 126,
       236–241.
    8. Bailey, M.E., Asher, D.J., Christou, A.A., 2008, “The Armagh Observatory Human
       Orrery”, In: Innovation in Astronomy Education, Eds J.M. Pasachoff, R.M. Ros, N.
       Pasachoff, pp. 141–142, Cambridge University Press.
    9. Asher, D.J., Bailey, M.E., Christou, A.A., Popescu, M.D., 2009, “Communicating
       Astronomy with the Human Orrery”, EPSC Abstracts, Vol. 4, EPSC2009-601, European
       Planetary Science Congress.
   10. Kinchin, J., Bailey, M.E., Asher, D.J., 2012, “Human Orrery shows Kepler’s Laws”,
       Physics Education, 47, No. 2 (March), pp. 149–151.
EU-UNAWE Workshop
2012 March 26–30 – #23

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The Human Orrery- A Powerful Resource for Raising Universe Awareness

  • 1. The Human Orrery A Powerful Resource for Raising Universe Awareness Mark E. Bailey Armagh Observatory http://star.arm.ac.uk/ meb@arm.ac.uk http://climate.arm.ac.uk EU-UNAWE Workshop 2012 March 26–30 – #1
  • 2. What is an Orrery? The answer brings in History, Culture, Cosmology, Religion, the Develop- ment of Scientific Ideas . . . An Orrery is: 1. A dynamic model of the Solar System; 2. A model of the world, dating back to early eighteenth century; 3. A table-top model to illustrate what was then still a new idea: that the Earth revolves around the Sun, and — contrary to immediate experience: the Sun lies apparently motionless at the centre of the Solar System; the Earth spins on its axis and Earth moves through space. 4. An orrery can illustrate some key observations, namely: the planets nearer the Sun show phases, like the Moon; the outer planets retrograde at certain points of their orbits; the Jovian system provides a visual analogue for the structure of the Solar System. Think: How do you know the Earth goes around the Sun? EU-UNAWE Workshop 2012 March 26–30 – #2
  • 3. Cross-Cutting Links: Use Orrery Science to Teach History Think again: How do you know the Earth moves? Use the extraordinarily slow acceptance of the heliocentric picture to illustrate: 1. Development of scientific ideas; their interaction with society; 2. Key moments in history; key personalities; bringing ‘science to life’, e.g. the labours of Copernicus, who in 1543 (on his death-bed) ultimately produced his famous De Revolutionibus Orbium Coelestium; Martin Luther’s disparaging remarks: “The fool will overturn the whole science of astronomy. But as the Holy Scriptures state, Joshua bade the Sun stand still and not the Earth.” (Any modern parallels?); the importance of careful observations (e.g. Tycho Brahe) and innovative — and intuitive — theoretical interpretations (e.g. Kepler); Galileo Galilei’s promotion of the heliocentric hypothesis, leading to his bruising encounter with the Church in 1633 (90 years after Copernicus) and his trial and subsequent sentence to life house arrest for heresy. 3. Explore modern concepts in development of scientific ideas; nature of scientific discovery; scientific revolutions and paradigm shifts. EU-UNAWE Workshop 2012 March 26–30 – #3
  • 4. The First Orrery 1. Invented by George Graham (c.1674–1751) around 1700; improved by John Rowley (1674–1728), the celebrated London instrument maker; 2. Presented around 1712 to John, fifth Earl of Orrery (1706/1707–1762); the name ‘orrery’ popularized by Irish essayist Sir Richard Steele (1672–1729). 3. Creation of first orrery sponsored by Charles Boyle (1674–1731), fourth Earl of Orrery: author, soldier and statesman. grandson of Roger Boyle (1621–1679), first Earl of Orrery, and greatgrandson of Richard Boyle (1566–1643): the First (or Great) Earl of Cork. EU-UNAWE Workshop c Image Science Museum, London 2012 March 26–30 – #4
  • 5. Key Players: Each a Fascinating Subject in Own Right 1. George Graham (1674–1751): English Richard Boyle clockmaker and inventor; John Rowley (1674–1728): London instrument maker, later Master of Mechanics to George I. Rowley made an orrery for Prince Eug`ne of Savoy and e another for Charles Boyle, fourth Earl of Orrery. 2. Richard Steele (1672–1729): Irish politician, writer and essayist. 3. Richard Boyle (1626/1627–1691): The ‘Great’ Earl of Cork. Richard’s third son, Roger Boyle (1621–1679), the first Earl of Orrery. Richard’s seventh and youngest son, Robert Boyle (1626/1627–1691), the ‘father’ of chemistry. 4. Charles Boyle (1674–1731): fourth Earl of John and Charles Boyle Orrery; grandson of Roger Boyle. 5. John Boyle (1706/1707–1762): the fifth Earl of Cork and Orrery; married Henrietta (Harriet) Hamilton of Caledon, daughter of the first Earl of Orkney, and in 1738 acquired the Caledon Estate by marriage to the heiress Margaret Hamilton after Henrietta’s death in 1732. Caledon is just a few miles from Armagh. EU-UNAWE Workshop 2012 March 26–30 – #5
  • 6. Early Orreries: Used to Explain the Heliocentric Theory EU-UNAWE Workshop 2012 March 26–30 – #6
  • 7. Early Human Orreries . . . Are dynamic solar system models where people become the planets. The simplest models are: 1. Based on circular orbits; and so cannot accurately show planets’ true positions in space versus time. 2. Usually not to scale; and so cannot be used for accurate measurements. This limits the range of possible activities. 3. Nevertheless, even simple models are fun to build and fun for play! Human Orreries become much more interesting when laid out accurately. The concept is as versatile as a sundial. Dynic Astropark Human Orrery (c.1997) EU-UNAWE Workshop 2012 March 26–30 – #7
  • 8. The Armagh Human Orrery: Key Features (1) Scale: 1 m on ground = 1 AU in space, i.e. 1:150 billion. (2) 16-day time-step. (3) Six classical planets; one dwarf planet (Ceres); two comets (1P/Halley, 2P/Encke). (4) The 13 ecliptic constellations; and ‘signposts’ to distant objects in the Universe (stars, galaxies etc.). (5) Encourages comparison with The Armagh Human Orrery observations and Universe Awareness. EU-UNAWE Workshop 2012 March 26–30 – #8
  • 9. The Peterborough Clone: The First in a School Human Orrery at the King’s School, Peterborough, England. EU-UNAWE Workshop Image courtesy John Kinchin. 2012 March 26–30 – #9
  • 10. Laying Out the Armagh Human Orrery Tools needed: (1) string and tape to measure heliocentric distance; (2) a protractor or other device to measure angles such as ecliptic longitude, measured from zero at First Point of Aries; (3) paint or old CDs to mark each object’s location on ground; (4) hammer and nail to locate this precisely; and (5) a look-up table to connect each object’s position on the ‘map’, e.g. (r , θ), with the time/date of its corresponding position in space. EU-UNAWE Workshop 2012 March 26–30 – #10
  • 11. Inspect the Human Orrery 1. Illustrates Kepler’s First Law: that planets revolve around the Sun in nearly the same plane in elliptical orbits with the Sun at one focus. 2. Note the relatively small size of the Sun, which is shown to scale, and also that roughly 100 solar diameters equals 1 AU. 3. Note that there are four inner (or terrestrial) planets: two inside the Earth’s orbit and one (Mars) beyond. Which ones show phases like the Moon? 4. Think: How many discs in each planet’s orbit. Count all the discs! Think: Given that the diameter of the Sun is roughly 100 times that of the Earth and that twice the diameter of the Moon’s orbit about the Earth would almost fit inside the Sun, could we show the Moon’s heliocentric orbit on the Orrery. If so, what would be its shape? EU-UNAWE Workshop 2012 March 26–30 – #11
  • 12. Walk the Human Orrery 1. Demonstrates Kepler’s Third Law: that planets closer to the Sun move much faster and have far less distance to travel in their orbits about the Sun than those farther out. Mathematically, “The square of the orbital period, P, is proportional to the cube of the semi-major axis, a”; i.e. P 2 ∝ a3 . 2. People who keep walking the Human Orrery usually discover: (1) Mercury gets dizzy and falls over; (2) the outer planets move so slowly that they get bored (until Mercury falls over); and (3) the planets sometimes line up to produce a planetary massing on the sky. 3. This is a good time to get people to practice Universe Awareness: What do Earthlings see? What about people on Mars, or those on Jupiter? Get people to observe the planets and note their slow motion against the stars. EU-UNAWE Workshop 2012 March 26–30 – #12
  • 13. Run the Human Orrery 1. How fast can you go? How fast does each planet go? How far does each planet travel in one orbit around the Sun? 2. How long does it take you to run 20 complete orbits of each planet’s ellipse? Construct a table or graph of your results. 3. Running encourages orrery play-time. Can have as much or as little ‘science’, ‘mathematics’ or teamwork in this playful physical activity as you like. EU-UNAWE Workshop 2012 March 26–30 – #13
  • 14. Dance the Human Orrery! 1. Dancing encourages physical activity, teamwork, coordination, movement and rhythm. 2. Develops familiarity with the main features of the Solar System. 3. Use dance as a tool to develop greater Universe Awareness. Can have as much or as little ‘science’ in this ‘play activity’ as you like. EU-UNAWE Workshop 2012 March 26–30 – #14
  • 15. Explore the Human Orrery Can you figure it out? Remember, the Human Orrery is just a map; but with time and orbital motion built in. What is the time-step?; the scale? EU-UNAWE Workshop 2012 March 26–30 – #15
  • 16. Measure the Human Orrery Lots of examples, e.g. How fast does Saturn move in its orbit around the Sun? 1. Saturn travels ≈1 metre on the ground in 160 days. That is, ≈ 1.5 × 1011 m in space in 160 days. i.e. ≈ 1.5 × 108 km in half a year, which is roughly 1.5 × 107 seconds. 2. So Saturn moves at approximately 10 km s−1 . This practices arithmetic and determines the approximate speed of objects moving around the Sun. EU-UNAWE Workshop 2012 March 26–30 – #16
  • 17. Demonstrate Kepler’s Second Law 1. Kepler’s Second Law: Objects orbiting the Sun under the influence of gravity alone sweep out equal areas in equal times. 2. Demonstrate this, e.g. by using the orbit of Mercury or Comet 2P/Encke. 3. Advanced students can check the formula for the area of a sector of Illustrating Kepler’s Second Law of ‘Equal Areas’ an ellipse. EU-UNAWE Workshop 2012 March 26–30 – #17
  • 18. Count the Human Orrery 1. Identify all the objects on the Orrery; classify them; count them; name them. e.g. one star (the Sun); six planets; one dwarf planet (Ceres); and two comets (1P/Halley and 2P/Encke). 2. Break into groups and count all the discs you can see. Construct a table or bar chart (histogram) of your results. 3. Think: Should any of your data be discarded? What is the mean; the mode; the median; the range of your distribution? EU-UNAWE Workshop Use the Human Orrery to introduce statistics. 2012 March 26–30 – #18
  • 19. Other Human Orrery Activities 1. Observing: Where are the planets today? Which are visible at night, which are evening or morning ‘stars’; which constellations are they ‘in’; how far away from Earth?; Is Earth visible at night from Mars?; from Venus?. 2. Meteor showers: For example, from comets Halley and Encke where (and when) their orbits cross that of the Earth. What times of year are these showers? When are the danger times for Venus or Mars? From which constellation do the meteors appear to come from? 3. Astrology: How many constellations does the Sun pass through in a year? In which does it spend the longest time; in which the shortest? Why is the First Point of Aries in Pisces? 4. History: Demonstrate the Triple Conjunction theory for ‘Star of Bethlehem’; plot positions of Earth, Jupiter and Saturn for −6, i.e. (7 BC). Show that the first conjunction occurs in the morning sky around end-May; the second occurs near opposition around end-September; and the third occurs in early December, in the evening sky of that year. EU-UNAWE Workshop 2012 March 26–30 – #19
  • 20. Sleep the Human Orrery EU-UNAWE Workshop 2012 March 26–30 – #20
  • 21. Summary 1. The Human Orrery is a simple, yet powerful resource for raising Universe Awareness among all people, young and old. 2. It touches on history, many areas of Solar System astronomy, as well as mathematics, Earth’s place in Space, and the relationship between objects in the near and distant Universe (e.g. planets, stars, distant galaxies etc). 3. The very wide range of Human Orrery activities lend themselves to including Human Orrery work into different areas of the school curriculum, familiarising children and their teachers with the structure of the solar system and the near Universe, of which the Earth is a part. 4. It helps people to appreciate the fully three-dimensional nature of the celestial ‘sphere’, overcoming the geocentric illusion. EU-UNAWE Workshop 2012 March 26–30 – #21
  • 22. Acknowledgements Astronomy at Armagh Observatory is funded by the Northern Ireland Department of Culture, Arts and Leisure EU-UNAWE Workshop 2012 March 26–30 – #22
  • 23. Some Human Orrery Publications 1. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Human Orrery: Ground-Based Astronomy for All”, Astronomy and Geophysics, 46, No.3, 3.31–3.35. 2. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Human Orrery: Putting the Solar System in Perspective”, Sky and Telescope, 109, No. 5 (May), pp. 107–111. 3. Bailey, M.E., Christou, A.A., Asher, D.J., 2005, “The Human Orrery”, Bull. Amer. Astron. Soc., 37, No. 3, paper 12.01, p. 634. 4. Bailey, M.E., Asher, D.J., Christou, A.A., 2005, “The Armagh Observatory Human Orrery”, The Irish Scientist Year Book 2005, No. 13, p. 39, Oldbury Publishing, Dublin. 5. Urquhart-Potts, A., Bailey, M.E., 2006, “A Run Round the Armagh Observatory Human Orrery”, Gnomon, 25, No. 2, p. 5. 6. Asher, D.J., Bailey, M.E., Christou, A.A., Popescu, M.D., 2007, “The Human Orrery: A New Educational Tool for Astronomy”, Astronomy Education Review, Vol. 5, Issue 2 (18 pages). 7. Bailey, M.E., 2006, “The Armagh Observatory Human Orrery”, Observatory, 126, 236–241. 8. Bailey, M.E., Asher, D.J., Christou, A.A., 2008, “The Armagh Observatory Human Orrery”, In: Innovation in Astronomy Education, Eds J.M. Pasachoff, R.M. Ros, N. Pasachoff, pp. 141–142, Cambridge University Press. 9. Asher, D.J., Bailey, M.E., Christou, A.A., Popescu, M.D., 2009, “Communicating Astronomy with the Human Orrery”, EPSC Abstracts, Vol. 4, EPSC2009-601, European Planetary Science Congress. 10. Kinchin, J., Bailey, M.E., Asher, D.J., 2012, “Human Orrery shows Kepler’s Laws”, Physics Education, 47, No. 2 (March), pp. 149–151. EU-UNAWE Workshop 2012 March 26–30 – #23