Physical aspects of the Hartley transform

Physics

Scientific paper

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Atmospheric Physics, Diffraction Radiation, Fast Fourier Transformations, Fourier Analysis, Hermitian Polynomial, Wave Scattering, Algorithms, Backscattering, Ionospheric Disturbances

Scientific paper

The close links between Fourier analysis and physics are shared by the Hartley (1942) transform, which represents real data by real transform values, rather than complex, a feature that carries over into optical interferometry. Some objects are characterized by phase as well as brightness. In such cases the Hartley transform acquires an imaginary part while the Fourier transform loses its Hermitian property. The interrelation between the two complex planes suggests an instrumental means for object phase determination starting from only amplitude information in the transform domain.

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