Location
Salt Lake Community College Student Center
Start Date
5-4-2009 9:15 AM
Description
The Range-Doppler Algorithm (RDA) and the Chirp-Scaling Algorithm (CSA) process Synthetic Aperture Radar (SAR) data with approximations to ideal SAR processing. These approximations are invalid for data from systems with wide bandwidths, large bandwidths, and/or low center frequencies. While simple and efficient, these frequency-domain methods are thus limited by the SAR parameters. This paper explores these limits and proposes a generalized chirp-scaling approach for extending the utility of frequency-domain processing.
We demonstrate how different order approximations of the SAR signal in the two-dimensional frequency domain affect image focusing for varying SAR parameters. From these results, a guideline is set forth which suggests the required order of approximation terms for proper focusing. A proposed generalized frequency-domain processing approach is derived. This method is an efficient arbitrary-order chirp-scaling algorithm that processes the data using the appropriate number of approximation terms. The new method is demonstrated using simulated data.
Generalized Processing for Pulsed Synthetic Aperture Radar
Salt Lake Community College Student Center
The Range-Doppler Algorithm (RDA) and the Chirp-Scaling Algorithm (CSA) process Synthetic Aperture Radar (SAR) data with approximations to ideal SAR processing. These approximations are invalid for data from systems with wide bandwidths, large bandwidths, and/or low center frequencies. While simple and efficient, these frequency-domain methods are thus limited by the SAR parameters. This paper explores these limits and proposes a generalized chirp-scaling approach for extending the utility of frequency-domain processing.
We demonstrate how different order approximations of the SAR signal in the two-dimensional frequency domain affect image focusing for varying SAR parameters. From these results, a guideline is set forth which suggests the required order of approximation terms for proper focusing. A proposed generalized frequency-domain processing approach is derived. This method is an efficient arbitrary-order chirp-scaling algorithm that processes the data using the appropriate number of approximation terms. The new method is demonstrated using simulated data.