Lab 3 (1)
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School
University of Arkansas, Fayetteville *
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Course
MISC
Subject
Astronomy
Date
Dec 6, 2023
Type
Pages
10
Uploaded by ChefLemur3909
Lab 3: The Rotating Sky –
Worksheet
I. Background Information
Work
through
the
explanatory
material
on
The
Observer
,
Two
Systems
–
Celestial, Horizon
,
the Paths of Stars,
and
Bands in the Sky
. All of the concepts
that are covered in these pages are used in the Rotating Sky Explorer and will be
explored more fully there.
Enter your answers to each question in the data tables and yellow highlighted
areas
below.
When
completed,
please
save
and
upload
this
file
to
the
assignment submission link in Canvas.
II. Introduction to the Rotating Sky Simulator
Open the
Rotating Sky Explorer
The Rotating Sky Explorer consists of a flat map of the Earth, Celestial Sphere,
and a Horizon Diagram that are linked together. The explanations below will help
you fully explore the capabilities of the simulator.
You may click and drag either the celestial sphere or the horizon diagram
to change your perspective.
A flat map of the earth is found in the lower left which allows one to control
the location of the observer on the Earth. You may either drag the map
cursor to specify a location, type in values for the latitude and longitude
directly, or use the arrow keys to make adjustments in 5
increments.
You should practice dragging the observer to a few locations (North Pole,
intersection of the Prime Meridian and the Tropic of Capricorn, etc.).
Note how the Earth Map, Celestial Sphere, and Horizon Diagram are
linked together. Grab the map cursor and slowly drag it back and forth
vertically
changing
the
observer’s
latitude.
Note
how
the
observer’s
location is reflected on the Earth at the center of the Celestial Sphere (this
may occur on the back side of the earth out of view).
Continue changing the observer’s latitude and note how this is reflected on
the horizon diagram. When the observer is in the northern hemisphere the
NCP is seen above the north point on the horizon at an altitude equal to
the observer’s latitude. When the observer is in the southern hemisphere
the
SCP
is
seen
above
the
south point at an altitude equal to the
observer’s latitude.
The Celestial Sphere and Horizon Diagram are also linked in that any stars
are added to the simulation are shown on both. There are many features
related to stars.
o
A star will be randomly created by clicking the
add star
randomly
button.
NAAP – The Rotating Sky 1/11
o
A star may be created at a specific location on either sphere by shift
clicking at that location. (Hold down the shift key on the keyboard
while clicking at that spot.)
o
You may move a star to any location by clicking on it and dragging it.
Note that it moves on both spheres as you do this.
o
Note
that
the
celestial
equatorial
and
horizon
coordinates
are
provided for the “active” star. Only one star (or none) may be active
at a given time. Simply click on a star to make it the active star.
Click on any other location to make no star active.
o
If you wish to delete a star, you should delete-click on it. (Hold down
the delete key on the keyboard while clicking on the star.)
o
You may remove all stars by clicking the
remove all stars
button.
o Note that stars are the vehicle by which you make coordinate
measurements. If you want to make a measurement in either
diagram – you place the active star at that location.
There are several modes of animation as well as a slider to control speed.
o
You may turn on animate continuously or for preset time intervals: 1
hour, 3 hours, 6 hours, and 12 hours.
o
If
you
click-drag
a
sphere
to change its perspective while the
simulator is animating, the animation will cease. Once you release
the mouse button the present animation mode will continue.
This simulator has the power to create star trails on the horizon diagram.
o
A series of check boxes set the star trails option.
No star trails
is
self explanatory.
Short star trails
creates a trail behind a star
illustrating its position for the past 3 hours.
Long trails
will trace out
a parallel of declination in 1 sidereal day.
o
Stars are created without trails regardless of the trail option checked.
If either short or long trails is checked, the trail will be drawn once
the simulator is animated.
o
Existing star trails will be redrawn in response to changes – the star
being dragged on either sphere or changing the observer’s
location.
o
What’s not in this simulation? – the revolution of the Earth around the
sun. This simulator animates in sidereal time. One sidereal day
(one 360° rotation of the earth) is 23 hours and 56 minutes long.
You should think of this simulator as showing the Earth isolated in
space as opposed to revolving around the sun.
III. Horizon Coordinates
NAAP – The Rotating Sky 2/11
Question
1:
Complete
the
following
table
involving the horizon coordinate
system. You should predict the answers and then use the simulator to check
them. Remember that you can measure coordinates by dragging the active star
to that location.
NAAP – The Rotating Sky 3/11
Description
Latitude
Azimuth
Altitude
West point of the horizon
Any
270
degrees
replace
Zenith
Any
Any
90.0
degrees
NCP
30ºN
0 degrees
30.0
degrees
NCP
71ºN
0 degrees
71.0
degrees
SCP
52ºS
180
degrees
52.0
degrees
SCP
Tropic of
Capricorn
180
degrees
23.5
degrees
Intersection of CE and Meridian
40ºN
180
degrees
50.0
degrees
Intersection of CE and Meridian
55 degrees north
0º
35º
Question 2:
The next page contains a diagram
known as a “fish-eye” view of the sky. Note that
it is drawn like a sky- chart which is held up
above your head and mimics the sky in that
perspective. You should convince yourself that
the east and west directions are shown correctly.
Sta
Azimuth
Altitude
r
A
0°
20°
B
90°
0°
C
180°
-5°
Assume that you are at a northern mid-latitude of 40° N. You will be asked to create stars at
specified azimuths and altitudes. You will then be asked to make predictions
about the locations and motions of the stars as time advances. After drawing in
your predictions you should use the simulator to check your answer. If your
original prediction was in error, redraw your star paths to reflect the correct
motion.
a) Draw in the location of the North Celestial Pole. Note that since this location
is directly above the Earth's North Pole it will not move in the sky as Earth
rotates. b) Draw in star A at the specified coordinates and assume that this is
time t = 0 hrs. To
draw a point, click the "Insert" tab, click "Shape", and then pick a shape
from "Basic Shapes".
What will be the coordinates of star A at t = 6 hours? Azimuth: 25 degrees
Altitude: 33 degrees
At t = 12 hours? Azimuth: 0 degrees Altitude: 60 degrees
At t = 24 hours? Azimuth: 0 degrees Altitude: 20 degrees
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