). In Fourier optics, these are typically in cycles per millimeter.
Joseph W. Goodman’s is the gold standard for understanding how light behaves as a mathematical system. While the third edition is celebrated for its clarity, the problems at the end of each chapter are notoriously challenging. They require a deep synthesis of linear systems theory, diffraction physics, and complex analysis. Goodman’s is the gold standard for understanding how
Use properties like circular symmetry to convert 2D integrals into 1D Hankel Transforms (using Bessel functions). This is often the "shortcut" intended by the author. Use properties like circular symmetry to convert 2D
Finding a complete, official solution manual can be difficult as they are often restricted to instructors. However, by mastering the and the transfer function of free space , you can derive the majority of the answers in the 3rd edition. and complex analysis.
When solving these, ensure you account for the "zero-padding" required to prevent circular convolution artifacts when simulating diffraction.