Inverse Scattering In The First Born Approximation

William H. Carter

doi:10.1117/12.935838

22 September 1983 Inverse Scattering In The First Born Approximation

William H. Carter

Proceedings Volume 0413, Inverse Optics I; (1983) https://doi.org/10.1117/12.935838
Event: 1983 Technical Symposium East, 1983, Arlington, United States

Abstract

Wolf's formulation for inverse scattering in the first Born approximation is reviewed and discussed from an experimental point-of-view. Some of the experimental problems associated with obtaining enough data to satisfy the requirements of this theory are described and a method for using symmetry to reduce the data requirements for a class of scatterers is explained. A successful experiment which employed this theory to reconstruct structure in an object with rectangular structure is reviewed. It appears that this theory is extremely difficult to apply to a more general scatterer with no simplifying symmetries.

Citation Download Citation

William H. Carter "Inverse Scattering In The First Born Approximation", Proc. SPIE 0413, Inverse Optics I, (22 September 1983); https://doi.org/10.1117/12.935838

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