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Celestial Coordinates

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Title: Celestial Coordinates


1
Celestial Coordinates
  • Physical Astronomy
  • Professor Lee Carkner
  • Lecture 1

2
Basic Information
  • Professor Lee Carkner
  • Office Hours MWF 230-330pm
  • Office Science 208
  • You will need
  • An Introduction to Modern Astrophysics by
    Cengel and Boles, Second Edition (2007)
  • Calculator
  • Pencil and Paper
  • Bring all to class each day

3
How the Class Works
  • Read the material before class
  • Do the homework and turn in at the start of class
  • Go to web page and download lecture notes
  • http//helios.augustana.edu/lc/ph330
  • Web outline also gives readings and homework
  • Fill in blank areas of notes during class
  • Do the in-class activities
  • Give 2 presentations
  • One on a stellar object and one on an
    extra-galactic object (see sheet)
  • Take the 2 exams and final

4
Grading
  • Two exams -- 40 (20 each)
  • In Class Activities -- 15
  • Can drop (or miss) three
  • Homework -- 20
  • Can drop (or miss) three
  • Homework due at the start of class
  • Can be handed in late for reduced credit, but not
    after the start of the next class
  • Two class presentations 10 (5 each)
  • Final Exam (Partially Comprehensive) 20

5
Celestial Sphere
  • Zenith overhead
  • Meridian line running from north to south
    passing through zenith
  • Horizon system
  • Altitude (h) --
  • Azimuth (A) --
  • Only useful in one place at one time

6
Equatorial Coordinates
  • Declination (DEC or d)
  • Measured in (degreesarcminutesarcseconds)
  • Right Ascension (RA or a)
  • measured in (hoursminutesseconds)
  • 1 hour 15 degrees

7
Motions of the Sky
  • Once per day due to daily motion
  • Objects move along DEC lines

8
The Sun
  • Due to tilt of Earths axis, path of sun changes
    throughout year
  • Can use RA of Sun to figure out when it will be
    dark

9
Motion in the Sky
  • We generally can only find two kinds of motion
    (or distance)
  • Transverse (in the plane of the sky)
  • Radial (along the line of sight)
  • Suppose we observe a star move a transverse
    distance q in the sky
  • If the star is a distance r away, the actual
    distance it moves in the sky is
  • Where D and r are in the same linear units and q
    is in radians

10
Distance on the Celestial Sphere
  • Note that circles of constant d vary in size
  • (Dq)2 (Da cos d)2 (Dd)2

11
Ancient Astronomy
  • Instruments
  • Concepts
  • Results
  • Calendars
  • Distances to Sun and Moon

12
Copernican Revolution (1600AD)
  • Instruments
  • Telescope
  • Concepts
  • Laws of motion
  • Results
  • Heliocentric model

13
Birth of Astrophysics (1800s)
  • Instruments
  • Spectrograph
  • Concepts
  • Theory of radiation
  • Results
  • Stellar distances and compositions

14
Modern Astrophysics (1900s)
  • Instruments
  • Sky survey telescopes
  • Concepts
  • Results
  • Expansion of universe

15
21st Century Astrophysics
  • Instruments
  • Digital data handling and networking
  • Concepts
  • General Relativity
  • Results
  • Dark energy

16
Next Time
  • Read 1.3, 3.1, 3.2, 3.6
  • Homework 1.8, 1.10, 3.3, 3.15a, 3.15b
  • Download and print out lecture notes
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