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Lab      G1      Jupiter's moons

Objective: Determine the orbits of the 4 large Galilean moons.

Procedure:
Go to Paul Charbonneau's HAO page .  Pictures like this is what my students at the time and I saw through the telescope every evening for two weeks in September 1998.  We estimated the distance of each moon to Jupiter, the result is the diagram below.  Please note that distances are estimations and that each student was a rookie, so these drawings are not perfect!

Given this imperfection, I ask you for only two moons:  Figure out which one is Io and which one is Callisto.  Try this by establishing a pattern from one dayly record to the next and by paying attention to their distances and periods (your textbook's appendix, Lab F9) , i.e. Io can never be very far and orbits Jupiter quickly, Callisto can be very far (but isn't all the time; see below) and needs about 8 days from one far end to the other.


Jupiter's moons (September 1998).  We're seeing their orbits edge-on, so in the above diagram they're always (horizontally) lined up with Jupiter.  Two observations were "borrowed" from Redshift because once I forgot and the other time it was cloudy in the evening and when I woke up at 3 am I wasn't ambitious to get up.

Caution: compare this slightly tilted image to the 9-16 record above.  Notice that Callisto is appearing close to jupiter because it's almost behind it.  The point is that the above records are edge-on and therefore a moon that appears close to Jupiter is not necessarily an inner moon.  (Note that sides are switched (the telescope reverses left with right) and that whoever did the 9-16 record forgot Ganymede.)
Another hint: on the first two records (9-6/7) Io is just left of Jupiter.  Since Io takes 1.77 days to orbit, it's possible that appears in the almost the same spot 24 hours later (once in front of Jupiter, once behind; neither we can see because we're not seeing any depth, but we can conclude so), i.e. it has completed about 2/3 of an orbit, not a full one.

These observations were kind of interesting.  The upper one is from 9-10-1997.  We were surprised to see only one moon: apparently the other three were either in front of or behind Jupiter.  Sure enough, an hour later two moons appeared.  The lower picture is from 9-24-1995.  I was surprised to see 5 "moons".  I checked Redshift and the fifth "moon" turned out to be Omega Ophiuchi (the ecliptic runs through Ophiuchus North of Scorpius).  The next night Jupiter had moved quite some distance away from it.

While the above diagram with real observations is used for identifying Jupiter's moons, the following diagram - manufactured with Redshift - takes this a step further: due to its obvious accuracy, Kepler 3 can be established by measuring periods and distances.


../verschie/Jupiters_Moons.jpg




Lab        G2    SUNSPOTS ,     determine the ROTATIONal period of the Sun
 
  • Objective: Determine how fast sunspots "move" across our Sun's surface. Since sunspots are actually stationary, this reveals the rotational period of our Sun.
      1. What is the most important caution about observing our Sun?

      2.  
      3. Obeying this caution, explain how you would observe our Sun.

      4.  
      5. Compare the daily sunspot drawings and ESTIMATE, how long our Sun needs for one rotation.

      6.  

    Images were taken at 12 noon on March 15, 19, and 20, 1998, with an 8-inch Schmidt-Cassegrain f/10 at prime focus, 1/125 sec, using a solar filter.  Notice the sunspot group that is gradually "shifted" from the middle to the bottom.

    These images from the Learmonth GONG project in Australia are easier to evaluate.

     The above photos are not the greatest yet.  Instead of using them, evaluate the most comprehensive set of drawings (projection method; see the Mercury transit ) I have taken so far with my students.  The drawings in the table show our Sun's disk for 12 days in a row (September 1998), most of them drawn at 12 noon (which was a convenient time just before lunch).  You'll notice soon that the equator runs from upper right to lower left (which is also the direction the Sunspots "move").  Times other than noon are in italics because here our Sun's equator is at a different angle.
     
     

       
      S U N S P O T S

      9-9, 12:00 
      Carol, Jack

      9-10, 12:00 
      Carola

      9-11, 12:00 
      Linda, Lorraine

      9-12, 13:00
      Andreas

      9-13, 14:00
      Andreas

      9-14, 15:00   Mary, 
      Peggy, Theresa, Glenn

      9-15, 12:00 
      Carol

      9-16, 13:00
      Andreas

      9-17, 12:00 
      Andreas

      9-18, 10:00
      Spencer, Amy

      9-19, 12:00 
      Andreas

      9-20, 12:00 
      Andreas



    To my WNCC Astronomy home page .