The authors present a new two-dimensional algorithm for interferometric synthetic aperture radar phase unwrapping based on the finite element method. The proposed technique allows an efficient least-squares solution carried out in the time domain. Weighting functions can be introduced without increasing the computational requirements. The possibility to speed up the computations via a multigrid technique is discussed. A noise-robust extension of the proposed technique is also investigated. The presented experiments on real ERS-I data, as well as on simulated patterns, demonstrate the precision and efficiency of the procedure

Interferometric SAR phase unwrapping using the finite element method

Fornaro G;Lanari R;
1997

Abstract

The authors present a new two-dimensional algorithm for interferometric synthetic aperture radar phase unwrapping based on the finite element method. The proposed technique allows an efficient least-squares solution carried out in the time domain. Weighting functions can be introduced without increasing the computational requirements. The possibility to speed up the computations via a multigrid technique is discussed. A noise-robust extension of the proposed technique is also investigated. The presented experiments on real ERS-I data, as well as on simulated patterns, demonstrate the precision and efficiency of the procedure
1997
finite element analysis
least squares approximations
radar imaging
radiowave interferometry
synthetic aperture radar
time-domain analysis
IFSAR images
computatio
efficiency
experiments
finite element method
interferometric SAR phase unwrapping
least-squares solution
multigrid technique
noise robust method
phase unwrapping
precision
real ERS-I data
simulated patterns
time domain
two-dimensional algorithm
weighting functions
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/243826
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