PS-DInSAR ground surface deformation measurement parameter estimation method based on optimal solution space search method

Abstract

The invention discloses a PS-DInSAR ground surface deformation measurement parameter estimation method based on an optimal solution space search method. The method comprises the first step of obtaining a difference interferometric phase image sequence, the second step of extracting permanent scatterer points from the difference interferometric phase image sequence and constructing a Delaunay triangular network, the third step of calculating the second-order difference phases of each pair of adjacent PS points in a kth difference interferometric phase image, the fourth step of establishing an objective function to be optimized, the fifth step of searching for the objective function in a two-dimensional solution space, the sixth step of conducting local optimization on the objective function through the Levenberg-Marquardt algorithm, and the seventh step of solving the ground surface deformation quantity and an elevation error. According to the PS-DInSAR ground surface deformation measurement parameter estimation method based on the optimal solution space search method, signal sampling is not involved, so that the influence of all interference images on nonuniformity of time and space base lines is avoided, a high-precision result can still be obtained without priori knowledge, and a new thought and path are provided for ground surface deformation measurement.

Description

technical field

[0001] The invention relates to the field of radar technology, in particular to a surface deformation measurement method based on a permanent scatterer synthetic aperture radar differential interferometry technique based on an optimized solution space search method. Background technique

[0002] Permanent Scatterer Synthetic Aperture Radar Differential Interferometry (PS-DInSAR) is a method that uses the phase information of permanent scatterers (PS) with stable surface scattering characteristics to establish a reasonable differential phase model of adjacent PS points, and obtains the surface deformation, Measurement techniques for elevation errors, etc. However, due to factors such as atmospheric delay, nonlinear deformation, and phase winding, it is extremely difficult to solve the model, and it is often necessary to reasonably estimate the difference Δv in the deformation rate of adjacent PS points in the model and the difference in elevation error and o...

Images