Phys 531 Optics                     Syllabus

Phys 531 Optics is intended to provide broad, intermediate-level coverage of the field of optics, establishing a solid foundation for further work or study.  This material is important for many disciplines, and we will have students from a variety of fields at both the graduate and undergraduate level. 

 

Class HoursTu-Th 12:30 – 1:45 PM
LocationPhysics 205

 

Instructor:  Cass Sackett         email: sackett@virginia.edu
Office:  Phys 155                     Phone:   434-924-6795          
Office Hours:  Monday 1-3 PM, or by appointment

 

Webpagehttp://galileo.phys.virginia.edu/classes/531.cas8m.fall05
Lecture notes, assignments and solution sets will be posted on the web page.  It also has a link to the discussion board, chat facilities, and lecture videos.

 

Text:  Hecht, Optics, 4th Edition

 

The textbook is not required, but is highly recommended.  I believe that the 3rd addition is an acceptable substitute.

 

Supplemental texts:    (on reserve in Physics Library)
     Introductory:
          Jenkins and White, Fundamentals of Optics (on reserve list for Phys 221)
     Intermediate:
          Klein and Furtak, Optics  
          Saleh and Teich, Fundamentals of Photonics
          Lipson and Lipson, Optical Physics 
         
Goodman, Introduction to Fourier Optics
      Advanced:
          Born and Wolf, Principles of Optics
         
Scully and Zubairy, Quantum Optics

 

Prerequisites:
    Familiarity with optics and electromagnetism is expected, at the level of an introductory electromagnetism course.  Facility with basic vector calculus and matrix operations is required.  Also, we will be using complex numbers and Fourier transform techniques.  These methods will be introduced in class, but students who have no previous exposure to them may have a little trouble at first.  Please let me know if you need additional help.
   
Several homework problems will require numerical calculations on a computer.  You may do these problems using any suitable application:  Matlab, Mathematica, and Mathcad are all good choices.  Students are responsible for knowing how to use their chosen application.  My posted solutions will use Matlab.

 

Grading:        
     Homework                                     40%
     Midterm and final exam                   50%
     Class Participation                          10%

 

Homework:
      Assignments will be due weekly, usually on Tuesdays.  Students are encouraged to work together on assignments, although the final write-ups should be done independently.  There will be eleven homework assignments.  Your lowest score will be dropped.   
      Assignments are due at the beginning of class.  Late assignments will be assessed a 10% penalty, and assignments turned in after the on-time assignments have been graded will not be accepted without prior approval. 

 

Exams:
     There will be a midterm and a final exam.  The midterm will be a take-home exam, and will be held over the week of October 4-11.  You will have the entire week to work on the exam, and it will be open book and notes.  However, you will not be allowed to discuss the problems with other students.  The final exam will be held in class on Friday, Dec 9 from 2-5 PM.  The exam will be open book and notes.
      Your better exam will count for 30% of your grade, while the other will count for 20%.

 

Class Participation:
      Discussion during class is strongly encouraged.  The lecture notes will be prepared and posted on-line before class, and students are expected to read them ahead of time.  The posted notes will include several “discussion questions.”  I will select students at random to respond to these questions in class, and your participation grade will be based on the level of preparation and understanding you demonstrate in your answers.  Additional credit can be obtained by volunteering to answer additional questions, asking sensible questions yourself, or by finding errors in the lecture notes.
      Some students will be unable to attend every class.  If you are not present when your name is selected for a question, you will not be penalized.  However, each student will be required to answer at least one question over the course of the semester, and if you are not present enough to do so your participation grade will be zero.

 

Course Outline:

I.                    Electromagnetic Theory

II.                 Geometrical Optics

III.               Fourier Transform Methods

IV.              Interference and Coherence

V.                 Polarization and Quantum Optics