This paper proposes a method based on baseline-by-baseline convergence to meet the requirements of fast two-dimensional direction-finding of an arbitrary planar array. Firstly， this paper establishes the geometrical and signal models and derives the two-dimensional direction of the arrival formula under the no-phase ambiguity condition. Then， a baseline-by-baseline convergent method is proposed to resolve ambiguity based on the correlation between the baseline template and measured phase difference. Finally， an eight-element arbitrary planar array interferometer verifies the algorithm's effectiveness. The experimental results show that this advanced method can effectively improve the interferometer's two-dimensional direction-finding efficiency by converging the potential angle combination according to the correlation between the phase difference of each baseline template and the measured phase difference.

Aiming at the problem that existing deinterleaving algorithms' accuracy and efficiency decrease in a complex electromagnetic environment， a dynamic histogram deinterleaving method is proposed based on correlated pulse pairs. The process firstly performs fixed box length statistics on the difference of TOA（time of arrival）. It merges adjacent boxes higher than the detection threshold to obtain dynamic histogram statistics and estimate the potential PRI（pulse repetition interval）. By analyzing correlation pulse pairs corresponding to the potential PRI， the false PRI is eliminated， and the amount of jitter of the real PRI is estimated. Finally， the pulse sequence search is completed according to the PRI parameters to realize the deinterleaving of radar signals. Simulation experiments show that the method can achieve 95% accuracy in deinterleaving multiple complex PRI modulated signals under a lower depth and the technique can effectively deinterleave radar signals in a complex electromagnetic environment.