EECS 290F
FOURIER OPTICS

Updated December 19, 2001, 1:30PM

Grades

Due to privacy concerns, grades will not be publicly posted. You should be able to access your grade from Bearfacts. If you have any problems with that, I will send you your grade upon your request.

Graded homeworks and project papers can be found outside my office, 508 Cory. The class secretary, Chris Colbert has the graded final exams in 275 Cory. You can look at your exam and copy it if you wish, but Chris will keep the original. I will consider any requests to regrade exams after January 2. The exam solutions are posted below.

Final Exam

Office Hours to answer exam questions: Wed., Dec. 12, 9:30-10:30AM, Thurs., Dec. 13, 9:30-10:30AM, Fri., Dec. 13, 1PM-2PM

Corrections:

For 2(c), assume that h₁ is even, i.e. h₁(x,y) = h₁(-x, -y)

Final Exam Solutions

End of Semester Schedule:

Project Presentations will be on Nov. 28, and 29 from 5:00-6:30 PM. Room to be announced here later.

Project written reports are due at my office, 508 Cory, at 5:00PM on Friday, Dec. 7.

The take-home final will be posted on this web site on Friday, Dec. 7, and will be due at 508 Cory, at 5:00PM on Friday, Dec. 14.

Class Project Proposals are due November 1, 2001

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Instructor

Professor Jeffrey Bokor E-mail: jbokor@eecs.berkeley.edu

Lecture: Tue. & Thu. 9:30AM - 11:00AM, 299 Cory Hall

This course deals with the diffraction theory of imaging, including partial coherence and aberrations. Topics include Fresnel and Fraunhofer approximations, Fourier transform property of lenses, frequency analysis of imaging systems, aberrations and Zernike polynomials, interferometry, partial coherence and fringe visibility, propagation of mutual coherence, van Cittert-Zernike theorem, effect of illumination on image formation, Hopkins imaging formula, holography. Application areas to be discussed include wavefront engineering in photolithography, computer generated holograms, and image processing.

EECS 290F FOURIER OPTICS