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(c - d) Wavelet loc - dorrelation: phase correlation betWaveleto bursts.
During the data correlation phase, the automated policy mining takes place.
The residual phase equation pairs were deduced individually, relying on strict error conditions, e.g. the error of the correlation phase must be less than 4.3°.
Simple polarimetric features, extracted from the covariance matrix, are cross-polarisation fraction, co-pol ratio, co-pol correlation magnitude, and correlation phase.
In particular, the difference in correlation phase at each frequency has to be estimated without the 2π ambiguity, and this imposes strict conditions; e.g., the correlation phase error must be lower than 4.3° and the error of differences in total electron content in the ionosphere must be less than 0.23 TECU.
A higher accuracy can be achieved using same-beam differential VLBI when the effects of the atmosphere, ionosphere, and receivers are almost canceled from the difference in correlation phase, and when channel 0 can be added (Liu et al., 2007; Kikuchi et al., 2009).
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In this case, the influences of the atmosphere, ionosphere, and receivers can nearly be canceled in the difference in correlation phases, the difference in delay can be obtained with an accuracy of several picoseconds from the correlation phases, and the relative positions of Rstar and Vstar can be determined with a very high sensitivity (tens of cm).
(F ) The maximum correlation phases of the passive geometric model (lines) are superimposed on the observed values (circles) for tail segments 1 (dark green), 8 (light green), 15 (yellow), and nose (orange).
In TDI (Vandepeer and Reid 1995b), complex time series from spaced receivers are analyzed using the zero lag cross-correlation phase measured between multiple antenna pairs to determine a single angle of arrival of the backscatter from each data record.
Typically, the solutions to both single and multiple source localization problems are based on estimations of the Time Difference Of Arrival (TDOA) at different microphone pairs, which are obtained by means of Generalized Cross-Correlation PHAse Transform (GCC-PHAT) [3], also known as Crosspower-Spectrum Phase (CSP) [4].
Phase-only correlation and phase scrambling for POC, which are elements of the proposed method, are then explained.
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