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Title: Astronomy%20and%20Space%20Science%20I


1
Astronomy and Space Science I
  • Dr. Hoi-Fung Chau
  • and
  • Dr. Alex Tat-Sang Choy
  • Jointly Organized by
  • Hong Kong Space Museum
  • HKU Physics Department
  • Co-organized by
  • CDI of EDB

2
Astronomy and Space Science
  • Astronomy Basics
  • Length, time, angles
  • Celestial sphere, star maps
  • Solar System
  • Orbital Motion of the Earth around the Sun
  • Geocentric models
  • Heliocentric models
  • Modern views
  • QA

3
Length Power of Ten
Length (m) Approximate length of object

100 100 Meter rule
102 102 Length of track
104 104 Distance between Shatin and Tai Po
107 107 Diameter of the Earth
109 109 Diameter of the Sun
1011 1011 Orbital radius of Earth
1013 1013 Current distance to Eris and Sedna
1016 1016 Distance to nearby stars
1018 1018 Size of Omega Centauri
1021 1021 Size of Andromeda Galaxy
1022 1022 Typical distance between galaxies
1024 1024 Size of a typical supercluster of galaxies
1026 1026 Size of observable universe
4
Units of Length
  • 1 ls distance light travel in 1 second
    299792485 m 3x108 m
  • 1 ly distance light travels in 1 year
    9.46x1015 m 1016 m
  • 1 AU (astronomical unit) mean distance between
    the Sun and Earth 1.49x1011 m
  • 1 pc (parsec) distance from which 1 AU extends
    1 arcsec 3.26 ly 3.24x1016 m
  • 1 Mpc 106 pc 3.26x1022 m

5
Examples
Name Name Type Diameter Distance Distance (m)

Moon satellite satellite 0.012 ls 1.3 ls 3.8x108
Sun star star 4.7 ls 500 ls 1.5x1011
Io satellite satellite 0.012 ls 2100-3100 ls 6.3-9.3x1011
Sirius star star 7.9 ls 8.6 ly 8.2x1016
Pleiades (M45) open cluster open cluster 20 ly 380 ly 3.6x1018
Polaris star star 140 ls 430 ly 4.1x1018
Orion Nebula (M42) diffuse nebula diffuse nebula 30 ly 1500 ly 1.4x1019
M4 globular cluster globular cluster 70 ly 7200 ly 6.8x1019
Crab Nebula (M1) supernova remnant supernova remnant 6 ly 6300 ly 6.0x1019
M54 (extragalatic) globular cluster globular cluster 300 ly 8700 ly 8.3x1019
Ring Nebula (M57) planetary nebula planetary nebula 1.8 ly 2300 ly 2.2x1019
Andromeda Galaxy galaxy galaxy 1.4x105 ly 2.5x106 ly 2.4x1022
6
Time Scales
Duration Approximate Time Scale of Event

1 ms 1 ms Rotational period of certain pulsars
1s 1s Time between successive heart beats
1 day 1 day Rotational period of the Earth
1 month 1 month Orbital period of the Moon
1 yr 1 yr Orbital period of the Earth
10 yr 10 yr Orbital period of Jupiter
102 yr 102 yr Orbital period of the Uranus
103 yr 103 yr Age of the Crab Nebula
104 yr 104 yr Time since last ice age
107 yr 107 yr Lifespan of some high mass stars
1010 yr 1010 yr Age of the universe
1011 yr 1011 yr Cooling time of white dwarf

7
Angles
  • Angles are measured in degree (), arcmin ('),
    arcsec(") radians (rad, or no unit).
  • 1 60' 3600"
  • 1 rad 180/p 57.3.
  • Small angle approximation angle arc
    length/distance
  • The apparent diameter of the Sun and the Moon are
    about 0.5.
  • Resolution limit of a 4" telescope 1".
  • Note Do not confuse arcsec with inch, both use
    the same symbol.

8
Objects with Large Angular Sizes(roughly to
scale)
Sun, 30.
Andromeda Galaxy (M31) 180 x 63.
Orion Nebula (M42), 85 x 60.
M54, extragalatic globular star cluster, 12
Moon, 30.
Pleiades, open star cluster, 180.
M4, globular star cluster, 36
9
More Examples
Ring nebula, planetary nebula, 1.4 x 1.
Crab Nebula Supernova remnant, 6x4.
Io, Jovian satellite, 1.
Polaris As apparent size 0.002. Polaris A to
Polaris Ab is 0.2 Polaris A to Polaris B is
20 Polaris A to Dubhe 30.
Hubble Deep Field, 1.5.
10
Celestial Sphere
  • The celestial sphere is a hypothetical sphere
    centered at the center of Earth.
  • On the celestial sphere, stars are fixed, while
    the Sun and the planets moves slowly.
  • The celestial sphere rotates, thus most stars
    rise and fall daily.
  • The celestial poles and celestial equator are
    projections of the poles and equator on the Earth
    on to the celestial sphere.

11
Useful Relations
  • Altitude of north celestial pole latitude L
  • Local zenith forms an angle 90-L with the north
    celestial pole
  • Local zenith forms an angle L with celestial
    equator

zenith
____
12
Star Maps
  • Star maps show the sky East-side West, because it
    is intended for looking up. There are 88
    constellations.
  • Brighter stars are shown with bigger dots. Many
    star maps also mark the location/type of deep sky
    objects, multiple stars, and the Milky Way.

13
The Solar System
Source NASA
14
Motion of the Sun on Celestial Sphere
  • Axial tilt of Earth is 23.44 23 ½ .
  • Different parts of the sky are in the glare of
    the Sun in different months.

Vernal equinox (??), autumnal equinox(??) are the
points at which the Sun passes the celestial
equator, while summer solstice(??) and winter
solstice(??) are the northern and southern
extreme points of the ecliptic (??).
15
Ecliptic Plane
  • the ecliptic plane is the plane in which the
    Earth orbits.
  • the ecliptic is the circle form by the ecliptic
    plane intercepting the celestial sphere

16
Planetary Motion on Celestial Sphere
Planets usually moves on the celestial sphere
from east to west (prograde motion) near the
ecliptic while sometimes moves from west to east
(retrograde motion).
Motion of Mars in 2003 and 2005. Time step10
days.

Pictures from NASA.
17
Geocentric Model of Planetary Motion(Apollonius,
260-190 BCE)
  • Explains qualitatively the prograde and
    retrograde motions, and brightness variation.
  • Motion planets around epicycle centers and
    epicycle centers around the Earth are uniform
    circular motions.
  • Note the centers of epicycles for Mercury and
    Venus always align with the Sun, which explains
    their maximum elongations (29 and 48).
  • Ptolemy (90-168 CE) modified this model to be
    quantitatively accurate compared to the
    observations of the time. His model was used for
    1400 years until the Renaissance.

18
Heliocentric Model of Planetary
Motion(Copernicus, 1473-1543 CE)
  • In the heliocentric model, the Earth and other
    planets orbit the Sun.
  • The prograde and retrograde motions are apparent
    effects due to relative motions of the Earth and
    the planets.

19
Advantages of the Heliocentric Model
  • The heliocentric model of Copernicus is not
    intrinsically more accurate.
  • Calculation is easier with the Copernicus model.
  • Copernicus was able to determine the orbital
    radii (relative to Earth orbit) of all six
    planets, while in Ptolemy model the lengths are
    incorrect.
  • Heliocentric models predict stellar parallax,
    while geocentric models predict otherwise.

20
Further Developments
  • A schematic heliocentric model is shown on the
    right. The heliocentric model would later be a
    great help to Kepler (1571-1630 CE) in finding
    his laws of planetary motions empirically.
  • Later Newton (1643-1727 CE) gave the model a firm
    physical basis using law of gravity and motion
    would
  • Stellar parallax, hence distance, was first
    measured in 1838 (Bessel).
  • In Copernicuss theory, the Sun is at the center
    of the universe, while the Earth is merely a
    planet.
  • We now know that Sun is just one of the stars in
    one of the galaxies (Milky Way Galaxy) in one of
    the group of galaxies (Local Group) in one of the
    superclusters (Virgo/Local Supercluster) in the
    universe.

21
Modern View of the Solar System
  • Sun
  • Terrestrial planets
  • Asteroids
  • Gas Giants (outer planets)
  • Trans-Neptunian Objects (TNO)
  • Kuiper Belt
  • Scattered Disc
  • Oort Cloud (hypothetical)
  • Comets
  • Note Dots represent objects. Someone looking at
    the solar system at this scale shouldnt see
    asteroids and the Oort cloud with naked eyes.
    Much of the Solar System is empty space.

22
Beyond the Solar System (Hierarchy of
Objects)pictures from atlasoftheuniverse.com
Solar Neighborhood
Orion Arm Note nebulae are usually in spiral
arms.
Milky Way Galaxy (2-4x109 stars) Note globular
clusters (105-106 stars) orbit the galactic core
as satellites.
23
Beyond the Milky Way pictures from
atlasoftheuniverse.com
Neighboring Superclusters (100 superclusters
shown)
Local Group (30 galaxies)
Visible Universe (107 superclusters) visible
? whole but not visible has no physical relevance.
Virgo Supercluster (100 groups/clusters of
galaxies)
24
In Depth Questions
25
Q What is a constellation?
A The IAU divides the celestial sphere into 88
constellations (regions) with precise boundaries
(yellow dashed lines in the figure).
More Each star belongs to exactly one
constellation. The term constellation is also
less formally used to describe a group of star
visibly related to each other in a pattern, such
as those connected by green lines in the figure.
However, in such a scheme, some stars such as
Sirrah in Andromeda, may be considered as both
the head of Andromeda or part of the Square of
Pegasus. Also, stars not connected by patterns
still need to be assigned a constellation.
26
Q How does the coordinate systems on the
Celestial sphere look like?
A As shown on the graph the longitude and
latitudes of the Celestial sphere are called RA
(right ascension) and DEC (declination). DEC runs
from 90 to -90. RA runs from 0 to 24 hours.
Each hour has 60 minutes, and each minute has 60
seconds, just like the clock. The RA of zenith of
a fixed location increases by roughly 1 hour for
every hour in time.
(Note Do not confuse the minute with arc minute
which is 1/60, both measure angles.) Refer to
the previous figure, the light blue lines are RA
and DEC lines.
27
Q Where exactly is the center of the celestial
sphere?
A The center of the celestial sphere is the
observer. In other words, each observer has a
celestial sphere.
More The celestial sphere is a device used to
represent the direction of celestial objects for
observation. For example, someone in Beijing
would see the Moons position a little
differently from someone in Hong Kong, due to
parallax of the observing locations. Therefore,
it only make sense to have a different celestial
sphere (and the objects on them) for each for
observer. Another example is the satellite or
space station, which, due to there close distance
from Earth, depends greatly on the location of
the observer. Also, if one were to observe from
Mars, it would not make sense if the celestial
sphere is centered on Earth! Note however that
in most situations, we are observing on the Earth
and most objects are far away so it is convenient
to set the center of the Earth as the center of
the celestial sphere.
28
Q I heard that the definition of the ecliptic
plane has been changed, is it?
A Yes, but for all purpose in this course, the
change has no real effect.
More
  • A very first definition is the ecliptic plane is
    the plane in which the Earth orbits.
  • A few amendments have been made since then.
  • In 2006, the IAU adopted a new definition
  • the ecliptic pole is explicitly defined by the
    mean orbital angular momentum vector of the
    Earth-Moon barycenter in an inertial reference
    frame.
  • This change is to better agree with dynamical
    theories, however, the actual change in value is
    extremely small.
  • As a result the Earths orbital plane is very
    slightly different from the ecliptic plane.

29
Q Whats the relation between solar motion and
the calendar?
A The Suns position relative to Vernal Equinox
is important for determining the seasons and the
calendar. A major function of the calendar was
for agriculture.
More
  • Solar motion on the ecliptic is not uniform (due
    to the Earths elliptical orbit), hence seasonal
    lengths are different.
  • The mean tropical year, i.e. the mean duration
    for the Sun to pass though the same point on the
    ecliptic twice, is 365.242 190 419 days (epoch
    2000).
  • A good approximation is 365 97/400 365.2425
    days. This leads to 97 leap years in every 400
    years (Gregorian calendar). The rule for
    assigning leap year is leap years are all years
    divisible by 4, except for those divisible by 100
    but not 400. E.g. 1900, 1999 are not leap years
    1996, 2000, 2004 are leap years.
  • A less accurate approximation is 365 ¼ 365.25
    days. This leads to a leap year in every 4 years
    (Julian calendar). But in the order of hundreds
    of years, the calendar will become less accurate.
    This approximation, however, is convenient for
    many estimations.

30
Q How was the Sun/Earth orbit modeled by Greek
astronomers?
  • A Seasonal lengths are sensitive to the Suns
    motion, therefore the non-uniform motion of the
    Sun was discovered early. In Hipparchus model,
    the Earth is shifted off-center of the deferent.
    This point is called the eccentric. Effectively,
    this model approximates the Kepler ellipse and
    area laws.
  • More
  • Using the length of seasons (i.e., time taken for
    the Sun to pass between equinoxes and solstices),
    Hipparchus found parameters to his model, which
    agreed well with observations until
    Tycho/Keplers time.
  • Note that the length of seasons changes over
    time, due to precession of the equinoxes.
    However, eccentricity does not change.

31
Q What is the cause for precession of the
equinoxes?
A Precession is caused by the torque applied by
the Sun, the Moon, and the planets. The torque is
the result of the gravitational pull on Earths
equatorial bulge. More The lower left picture
explains the effect due to the Sun. The lower
right picture shows the 26000 year period
precession of the north celestial pole.
Pictures from Wikipedia.
32
Q What is a day anyway?
A A (solar) day is the duration for the Sun to
pass the meridian twice.
More
  • The celestial sphere rotates about 360.9856
    daily, i.e. it takes about 23 hr 56 min for stars
    to go around in a circle. In other words, stars
    rises 4 minutes earlier each day. (360/365.25
    .9856, 24x60/365.25 3.94).
  • As a result, the Sun passes the meridian
    (highest) at the approximately same time each
    day. For Greenwich, it is 1200pm for HK, it is
    1224pm.

33
Q Can you give some example of planetary events?
A Some events are
  • Conjunctions (?)
  • Two objects closest from Earths point of view
  • Stationary (?)
  • When the ecliptic longitude (sometimes RA) do not
    change
  • Greatest elongation (??)
  • Approximately the best time for observing
    inferior planets
  • Transit (??) of inferior planets across the Sun
  • Mercury , 11/1999, 5/2003, 8/11/2006 (during
    sunrise in HK), 5/2016,
  • Venus , 12/1882, 6/2004, 6/6/2012 (visible in
    HK), 12/2117,
  • Eclipse (?) of Sun or Moon.
  • Similar events in the Jupiter system.

34
Continue
  • Opposition (?)
  • Best time for observing superior planets
  • For Mars, opposition occurs approximately every
    2.14 year. Due to higher orbital eccentricity
    (0.093) and smaller semi-major axis (1.52 AU),
    the Earth-Mars distance varies between 0.66 and
    0.38 AU (1.52(1 0.093)1), giving large size
    and brightness variation at opposition.

Great opposition of Mars (near perihelion)
(????) occurs every 15-16 years. The one in 2003
was the closest in 60,000 years, which the media
made a big deal of. However, as shown on the
graph, the other great oppositions such as the
1988 one are not much further away. Note since
great opposition occurs near perihelion, when
Mars is the hottest, planet-wide dust storms
could occur, so observe early.
Picture C.F. Chapin, http//www.astromax.com/plan
ets/images/mars2003.gif
35
Q What is Aristotles model of the universe?
A See figure.
  • Aristotles (384-322 BCE) model placed the
    superior planets in right order using their speed
    on the celestial sphere.
  • It explains simple phenomena such as daily rise
    and set of celestial objects, but not the details
    in longer time scales.
  • In this model, the Earth is at the center the
    universe, surround by water, air, fire, etc.
  • As more were known about the planetary motion
    through observation, ancient astronomy would
    transform slowly to a qualitative science, then a
    quantitative science.

36
Q What does Ptolemys geocentric model look like?
A
  • The epicycle is used to explain
    prograde/retrograde motion
  • The epicycle center rotated uniformly about
    equant E, instead of the center of deferent M.
  • The Earth is located off-center at the eccentric.
  • Distances EM MO.
  • This is the geocentric model that agrees
    quantitatively with observations of the time.
    From the time of Apollonius to Ptolemy, planetary
    theories changed gradually from qualitative to
    quantitative science.

37
Q Ptolemy model looks quite different from
Keplers, why did it work so well?
A Ptolemy was approximating Keplers law,
without knowing it.
More
  • The reasons are
  • the elliptical orbits of the planet are close to
    a circle
  • the eccentric takes the role of a focus,
    approximating Keplers first law
  • Ptolemys equant has the effect of approximating
    Keplers second law
  • Using Tychos data, Kepler refitted Ptolemys
    model, which gave a maximum error of only 8 for
    Mars.
  • Since uncertainty for Tychos data is only 1,
    Kepler was forced to give up the circles.

Eccentric/Sun
Equant
Comparing the elliptical orbit of Mars (red) to a
circle (blue).
38
Q How to transform between geocentric and
heliocentric models?
  • The two models are equivalent if constructed as
    shown. The vectors pointing from the Earth to the
    planet are always the same between the two
    models.
  • Copernicus used his own observation as well as
    Ptolemys data to obtain parameters to his model.
  • The precisions of the two models are the roughly
    same.

Earth
Sun
39
Q One arcmin is about the size of a HK1 coin in
88 m away, how did Tycho Brahe achieve this
accuracy without telescopes?
  • A Great care for accuracy, a whole lifetime of
    pursuit, and a lot of support.
  • More
  • He was the first one to notice the problem
    relating observation accuracy and have the
    ability to improve on them. He improved the sight
    with a slit design, and also added gradual scale
    to improve reading. Very large instruments help
    measuring smaller angles, but they requires
    stronger materials and mechanical parts. To
    support Tychos work, the King of Denmark granted
    him the estate of the island Hven, on which he
    built worlds best observatory called Uraniborg.

D3 m
Left The sights aligned horizontally if the
star can be seen just on the CBGF edge and ADHE
edge at the same time. The vertical alignment can
be found similarly. For solar alignment, sunlight
is allowing to pass thru the hole in the front
and fall on a circle drawn on the ABCD plate.
40
Q Did Galileo really invented the telescope?
A No. But Galileo did designed and made his own
telescopes, and improved on them. He was
ahead of others by a few months in telescope
quality, enough for him to claim most of
the discoveries.
  • More A typical Galilean refractor had a
    plano-convex objective lens with 30-40 inches
    focal length plano-concave eyepiece of focal
    length about 2 inches focal length. It was good
    enough to discover Lunar features, Jupiters four
    moons, phase of Venus, as well as sunspots.
  • (Note He became blind in his last years, due to
    observing the Sun directly through the telescope
    without proper filter or projection.)

Galileos telescopes are quite unimpressive by
todays standard, with 0.5-1 inch effective
objective aperture, about 15-20x power, and a
very narrow (15) field of view, not to mention
significant aberrations. But they were the best
at the time.
41
Q Was Galileo jailed?
A He was found guilty in his trial and sentenced
to jail for life. However, his treatment was
closer to house arrest. He worked and published
during this time. More Some ideas Galileo
held, such as the Earth moves around the Sun, the
celestial bodies are not perfect, the Bible was
not meant to teach science, etc., were considered
heresy at the time. A less fortunate astronomer
named Giordano Bruno was burned at the stake. To
understand why Galileo was treated leniently,
perhaps one should understand that Galileo was
well known not only to those who practice
science, but to influential people of the society
and even to the Church. He made many discoveries
such as the law of motion, measured gravity,
invented a thermometer, studied the pendulum,
etc. The physics taught at the time stress
qualitative arguments, Galileo however believed
in the importance of mathematics and experiments.
He was thus called the father of modern
science. What made him stand out from other
scientist of his time, was the skill of mixing of
theory and practice. Galileo was also very
successful in getting supports from many people.
Although there were people who refused to even
look though the telescopes, Galileo succeeded in
introducing the telescopes to many nobles and
military officials who quickly understood the
practical and military applications of the
telescope.
42
Q Does the discovery of phase of Venus disproves
the geocentric theory?
A No. Models, such as Tychos model, which
require the Venus and Mercury to revolve around
the Sun give the correct phase of Venus.
43
Q What is a planet?
  • A Definition by the International Astronomical
    Union (IAU) in 2006
  • (1) A planet is a celestial body that
  • (a) is in orbit around the Sun,
  • (b) has sufficient mass for its self-gravity to
    overcome rigid body forces so
  • that it assumes a hydrostatic
    equilibrium (nearly round) shape, and
  • (c) has cleared the neighborhood around its
    orbit.
  • A dwarf planet is a celestial body that
    satisfies, (a) and (b) but not (c), and is not a
    satellite.
  • All other object orbiting the Sun, except
    satellites, are called Small Solar System
    Bodies.

More
Since some recently found minor planets are
similar in size or even bigger (Eris) than Pluto,
there was a need for redefinition. The new
definition is based on planetary formation theory
that, given enough time, a large enough object
would be able to collide with or scatter away
objects and dominate its orbit. The redefinition
has been criticized and remains controversial.
Note also that the line between (2) and (3) is
left for later meetings. For many small object,
the hydrostatic equilibrium condition (b) is not
easy to test.
44
Q After the invention of telescope, how was
position/angle measured?
A First by using wired micrometer eyepiece, then
by measuring photographic plate.
More The wired can be moved to match the stars
position. In some other eyepieces, a patterned
glass is placed at the focus for reading out
data. Angles can be measured from a photographic
plate using the focal length and the lengths
measured on the plate.
45
Q Weve been focusing on the development of the
West, what about the work of Chinese?
A Ancient Chinese astronomers developed
sophisticated tools to observe the positions of
celestial objects. Unfortunate their work did not
affect the western astronomy development much.
More As an example, the drawing on the right
shows an invention in the Song Dynasty. The main
instruments (red, blue, and yellow) are driven by
water-powered gear systems to simulate Earths
rotation and tell time automatically.
Source HK Science Museum, ???????
46
Q1 Was Copernicus the first to think the Earth
moves around the Sun? Q2 Did Copernicus model
have epicycles?
A Q1 No. Q2 Yes.
More
  • Ancient Greek and Indian astronomers had proposed
    heliocentric views. However, Copernicus model was
    the first to have the good length, time, and
    angle parameters. It was the reasonably close to
    modern model of the Solar System.
  • In Copernicus model, the epicycles are used to
    account for elliptical orbits where as Ptolemys
    epicycles are used to account for Earths motion.
  • Since the full Copernicus model is rather
    complex, the simplified heliocentric model is
    usually presented to students. This toy model
    does not have epicycles, but in practice, it has
    almost no predictive value.

47
Q What are the true advantages of the
heliocentric model?
A Easier to compute, correct orbital radii,
predicts stellar parallax.
More
  • For those who computed using hand and tables, his
    simplification was much appreciated. Therefore,
    it was accepted first as a computational method
    rather than a physical model of the cosmos, even
    for those who are not willing to take a view
    different from the Church.
  • Attempts to measure the distance to the planets
    were not successful at the time. In the
    geocentric models, the radii of deferent and
    epicycle of a planet are not obtained from
    observations (angle and time), only their ratios.
    Since the radii of planetary epicycles are the
    same as Earths orbital radius in the
    heliocentric model, Copernicus was able to
    determine the orbital radii (relative to Earth
    orbit) of all six planets.
  • Heliocentric models predict stellar parallax,
    which is exactly why Tycho did not accept the
    heliocentric model. He could not observe parallax
    for stars, which are much further then he
    thought, and have a much smaller parallax (lt1)
    than he could measure.

48
Q What is the role of human/Earth in cosmology?
A It has been decreasing since history.
More Here are some paradigm shifts
  • Earth is the center of the universe
  • Earth is slightly off the center of planetary
    orbits. (Ptolemy)
  • The Sun is the center of the universe
  • The Sun is one of the stars in the Milky Way
    Galaxy
  • The Milky Way Galaxy is just one of the galaxies
  • The universe has no center
  • We are not even made of the dominant form of
    matter (see nonbaryonic dark matter)
  • The universe is made up of more energy (in the
    sense of E/c2) than matter (see dark energy).

49
Q How can I understand different designs of
telescopes?
A
50
Q Can you suggest some equipments for schools?
A Different schools have different needs due to
their programs, location, budget, number of
students, etc. It is important to know if the
equipments are for visual or imaging work, or for
inspiration. The following are just some possible
equipment choices, popular in the amateur
astronomy community, and are benefited by cost
saving due to mass productions
Small high quality refractors with small
equatorial or alt-az mounts best image quality,
very versatile, most expensive. A compromise is
to have a small one for portable and frequent
uses. Good for planet/solar/lunar visual
observations, wide field imaging. (Front Solar
filter required for solar observations thru the
telescope.) Medium size catadioptrics with GOTO
mounts reasonable price, reasonable image
quality, but a bit low in contrast and have
narrower field, very powerful when combined with
a GOTO and tracking system. Good for high power
imaging or general purpose visual
observations. Large reflectors with dobsonian
mounts cheap for the size, good image quality,
but no tracking. Their large sizes allow
observation of dimmer objects.
51
Continue
Eyepieces a set of high, medium, and low power
eyepiece for each scope is the minimum. Quality
is important for high power eyepieces, while good
wide field low power eyepieces are also quite
expensive. There are many good and low cost
medium power eyepiece. Some company sells a set
of eyepieces which could be a low cost way to
start with. Neutral density moon filter.
Binoculars are low cost, very useful, and can
be given to students no using the telescopes.
Note DO NOT distribute binoculars for solar/day
time sections! Solar projection screen. FRONT
solar filter. Cooled CCD cameras with high
quality optical and tracking systems can take the
best DSO (deep sky objects) pictures, but are
very expensive. Some cheap CCD/CMOS based webcams
are very good for taking videos of planets for
stacking, as well as class demonstration. Digital
cameras with proper adaptors can take good
stack-and-track images for planets and bright
DSO. In recent years, binoviewers have become
very cost effective. Experience has show that
their views are very effective for attracting the
attention of the untrained eyes. Recommended if
budget allows.
52
Q Can you give us some references?
A Here are some of them
  • NASA. The NASA site contain many useful
    information and images.
  • Wikipedia. Note The Wikipedia is probably the
    quickest way to find information. However,
    because it can be edited by anyone, one should
    not trust the information without checking
    independent sources or risk getting wrong or
    misleading (intentional or not) information.
  • HKU Physics Department, Nature of the Universe
    web site http//www.physics.hku.hk/nature/
  • J. M. Pasachoff, Astronomy From the Earth to the
    Universe (1998).
  • E. Chaisson and S. McMillan, Astronomy Today
    (2005).
  • M. A. Hoskin, Cambridge Illustrated History of
    Astronomy (2000).
  • J. Evans, The History Practice of Ancient
    Astronomy (1998).
  • ??? ? ??? , ?? (2000).
  • ??? , ??????? (2003).
  • ???????????? (2000).

53
Q Are there any useful classroom teaching kits
available?
  • A Here are some of them.
  • Cosmic Voyage DVD is a good film to introduce the
    powers of ten approach to study the structure of
    the universe.
  • Models of celestial sphere. Ideally, one can use
    a big one to teach (but it costs about HK4,000)
    and use a few small ones (that can be brought a
    few hundred dollars each) for students to play in
    class.
  • Free software such as www.stellarium.org can be
    used to simulate the motion of celestial bodies,
    to set exam questions and to plan your
    observation session.

54
Sources of Pictures in this Talk
Sources of pictures Pictures are obtained from
the following sources unless given next to the
pictures.
  • NASA. The NASA site contain many useful
    information and images.
  • Wikipedia. Note The Wikipedia is probably the
    quickest way to find information. However,
    because it can be edited by anyone, one should
    not trust the information without checking
    independent sources or risk getting wrong or
    misleading (intentional or not) information.
  • HKU Physics Department, Nature of the Universe
    web site http//www.physics.hku.hk/nature/
  • J. M. Pasachoff, Astronomy From the Earth to the
    Universe (1998).
  • E. Chaisson and S. McMillan, Astronomy Today
    (2005).
  • J. Evans, The History Practice of Ancient
    Astronomy (1998).
  • C. M. Linton, From Eudoxus to Einstein A History
    of Mathematical Astronomy (2004).
  • Dr. Richard Hennig
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