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Cover image of OPTI512R - Linear Systems and Fourier Optics

OPTI512R - Linear Systems and Fourier Optics

OPTI512R - Linear Systems and Fourier Optics

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Lecture 16. Fraunhofer Diffraction

1hr 7mins

23 Oct 2012

Rank #1

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Lecture 22: Frequency Domain Description of Imaging Systems

revised by Dr. Tyo Fall 2012

59mins

23 Oct 2012

Rank #2

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Lecture 1 Notes: Complex Numbers Review and Mathematical Representation of Physical Quantities

For many applications we find that it is much easier to represent our physical quantities in terms of complex numbers rather than just using real numbers alone. The concept of complex numbers comes from the continuation of functions such as square-root and logarithm that only apply to positive numbers in their traditional definitions. Figure 1 shows the function √ x. Other functions like ln x, sinx, etc., also have limits on their arguments, and complex numbers allow us to define these functions over the full range of real numbers.

21 Aug 2012

Rank #3

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Lecture 1: Complex Numbers

49mins

17 Aug 2012

Rank #4

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Lecture 12. Sampling and Reconstruction

58mins

17 Aug 2012

Rank #5

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Lecture 13. The Discrete Fourier Transform

revised Fall 2011

1hr 2mins

8 Sep 2011

Rank #6

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Lecture 9. The Hankel Transform and Radon Transform

35mins

22 Aug 2011

Rank #7

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Lecture 7. The Convolution Theorem and Other Fourier Transform Properties

52mins

22 Aug 2011

Rank #8

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Lecture 6. Fourier Transforms

1hr 8mins

22 Aug 2011

Rank #9

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Lecture 3: Harmonic Analysis and the Fourier Series

40mins

22 Aug 2011

Rank #10