University of Hawai˙i at Mänoa

 

Astronomy 110 Honors (9:30 MWF)

 

 Foundations of Astronomy

 

Course Information and Policies (v2.0)

 

Paul H.I. Coleman

Fall Term 2017

 

http://www.ifa.hawaii.edu/users/gruff/default/astro110h.html

 

Course Overview

 

Astronomy 110 is meant to be a slightly beefed up version of the introductory Astronomy course at UH. This course will give a broad mathematically supported introduction to topics in modern astronomy.  It is a sort of Astro 110 on coffee where the caffeine supplement is mathematics and basic physics.

 

Teaching Staff

 

This course will be given by Paul H.I. Coleman. Prof. Coleman received his Ph.D. in physics from the University of Pittsburgh in 1985 while working for the National Radio Astronomy Observatory. After a year as a visiting assistant professor at Virginia Tech, He accepted a position at the Kapteyn Astronomical Institute in Groningen, The Netherlands. He was a member of the scientific staff there for eight years.  Then he returned to the United States with a series of appointments at New Mexico Tech, Yale University, and the University of Puerto Rico, before accepting his current position with the Institute for Astronomy here in Hawai˙i.

 

Prof. Coleman's research interests are primarily in studying the large scale structure of the universe. He is an advocate for fractal mathematical methods in the analysis of astronomical objects.  He is also very interested in Hawaiian astronomy since he is a local boy and native Hawaiian.

 

Along with his office on the 4th floor of Watanabe, Prof. Coleman has an office (Room C206) in the Institute for Astronomy complex at 2680 Woodlawn Drive, right next to the new Mänoa public library.  This is a short ride on the faculty housing line of the Rainbow Shuttle – be warned!! It is the second stop on the way back towards campus.   His phone number is 956-7598, and his e-mail address is pcoleman@ifa.hawaii.edu.

  

Office Hours

 

Mondays, Wednesdays, and Fridays – for about the hour before class and for about an hour after class in Prof. Coleman’s 4th floor Watanabe office. No appointment is needed. You are encouraged to come at these times to ask questions about the course, discuss larger intellectual, University, or personal issues, or just to have a general conversation and get to know each other. Prof. Coleman will also be happy to see students at his Institute for Astronomy office, but it is probably a good idea to make an appointment by phone or e-mail first.  The graduate students assigned to all the Astronomy 110 lectures are pooling their office hours and you should feel free to go to any of their contact hours for assistance with any phase of the course.  The current schedule will be announced in class.

 

Textbook

 

Prof. Coleman will provide a PDF version of a text for this course.  It comes from a large effort called “OpenStax” at Rice University which is meant to produce free text books for major university topics.  The PDF version which you will receive (along with occasional updated versions as the course progresses) was written by Andrew Fraknoi of Foothill College, David Morrison of NASA, and Sidney C. Wolff, emeritus member of the National Optical Astronomy Observatories.  Sidney was a former director of the Univesity of Hawai`i’s Institute for Astronomy.  Any corrections which you suggest will be much appreciated and extra credit will be given for your efforts.  Remember, astronomy is a constantly changing field and we will try to get you the most up-to-date information.

 

Relation of Tests to Lectures

 

Examination topics for this course will be taken from the lectures, reading assignments, and homework questions. There is more material in the readings than will be covered in the lectures, and some of the material presented in the lectures will not be found in the assigned reading. 

 

Mathematics

 

Professors in introductory science courses appreciate that students are concerned about the mathematics required to understand the course. Astronomy 110 honors is essentially a calculus introduction to astronomy.  Since a physics course is normally taken at the same time (or perhaps even later) much of the physics needed to understand astronomy at this level will also have to be introduced.  We will figure this out together.  The first part of this course will introduce the physics concepts needed for later parts of the course.  Numerical values will be given in terms of metric units, which are used in science and in everyday life throughout the civilized world – except for the U.S.A.   

 

Quizzes

 

The grading scheme will be voted on in the first class.   You will vote in favor of the following grading scheme: you will be graded (primarily) on weekly in-class quizzes and a final exam. Please come promptly to Friday’s class since the quiz occurs during the first 10 minutes and it is discussed immediately after it is collected. They are graded and returned at the beginning of the next class period.

 

Make-up quizzes will be offered only for serious emergencies. If this happens to you, you must speak with Professor Coleman as soon as you are able. Make-up quizzes, if permitted, may consist of essay-type questions. Permission to take make-up quizzes for athletics-related absences must be obtained in advance of the missed quiz; otherwise no make-up quiz will be offered. Finally, the lowest quiz score will be dropped from the final grade calculation.

 

 

Homework

 

Homework is assigned approximately once a week, normally on Friday. The content of the homework is part of the examinable material of the course and one of the quiz questions will probably be directly taken from the homework. The homework may require answers of a few sentences, simple calculations, or perhaps a drawing a graph. They are designed to help you to work with the ideas and concepts presented in the course. The homework will normally be due the next Wednesday. Homework papers will be collected at the beginning of the lecture on the day they are due. Late homework papers will not be accepted since the solutions will be discussed and published on the due date.  The average of the homework marks will count for some small but important percentage of the final grade - perhaps equal in importance to 2 or 3 quizzes.  (10-15%).

 

Possible Grading Scheme:

 

Weekly quizzes 85%

Homework 15%

Special events extra credit - one half a grade up

 

Objectives of the Course

 

There are two major themes to this course. The first is to develop a basic knowledge of the variety of objects and events in the large-scale universe. The night sky is awesome. Astronomy is one of the scientific subjects which is in the newspaper almost daily - especially here in Hawai'i. We are fortunate in that we have the best astronomical institute in the world right here (the Institute for Astronomy) and the best site on Earth for viewing the skies (Maunakea). We intend to provide the minimum knowledge about astronomy that an educated person in the modern world should know.

 

Secondly, we live in a technological age in which science provides the paradigm for arriving at knowledge. An educated person in the modern world must understand what constitutes scientific knowledge, how scientific knowledge is gained, and what the strengths and limitations of this approach to knowledge are. Astronomy provides an excellent vehicle for illustrating these ideas and explaining the "magic" in the world around us (the magic word is Kowabunga). We will take astronomy as an example of how science works, how knowledge and understanding are developed, and we will also examine the limitations of the scientific method.

 

A lot of material falls under the heading "what every educated person should know" about the Universe. I will essentially follow the lecture list here. Some of the topics will be studied in more or less depth. For example, the study of planets will be quickly done while the study of the large scale structure of the Universe will be done in more depth.

 

 

Class lectures in powerpoint (pptx) and .pdf will usually be linked below after each lecture: week:

 

Week 01:                                 01aug23.ppt   02aug25.ppt      Q01

Week 02:         03aug28.ppt   04aug30.ppt  

                                                                         05sep01.ppt       Q02

Week 03:         (Labor Day)   06sep06.ppt    07sep08.ppt        Q03

Week 04:          08sep11.ppt   09sep13.ppt    10sep15.ppt        Q04

Week 05:          11sep18.ppt   12sep20.ppt    13sep22.ppt        Q05

Week 06:          14sep25.ppt   15sep27.ppt    16sep29.ppt        Q06

Week 07:          Free Day        17oct04.ppt    18oct06.ppt         Q07

Week 08:          19oct09.ppt   20oct11.ppt    21oct13.ppt         Q08

Week 09:          22oct16.ppt   23oct18.ppt    24oct20.ppt         Q09

Week 10:          25oct23.ppt   26oct25.ppt    27oct27.ppt         Q10

Week 11:          28oct30.ppt  

                                                 29nov01.ppt  Guest Lecture                                                  

Week 12:          30nov06.ppt  31nov08.ppt   (Veterans day)    Q11

Week 13:          32nov13.ppt  33nov15.ppt  34nov17.ppt         Q12

Week 14:          35nov20.ppt  36nov22.ppt    (Thanksgiving)   Q13

Week 15:          37nov27.ppt  38nov29.ppt  39dec01.ppt          Q14

Week 16:          40dec04.ppt  41dec06.ppt                                 Q15