Abstract
The problems of the neural network-based nonuniformity correction algorithm for infrared focal plane arrays mainly concern slow convergence speed and ghosting artifacts. In general, the more stringent the inhibition of ghosting, the slower the convergence speed. The factors that affect these two problems are the estimated desired image and the learning rate. In this paper, we propose a learning rate rule that combines adaptive threshold edge detection and a temporal gate. Through the noise estimation algorithm, the adaptive spatial threshold is related to the residual nonuniformity noise in the corrected image. The proposed learning rate is used to effectively and stably suppress ghosting artifacts without slowing down the convergence speed. The performance of the proposed technique was thoroughly studied with infrared image sequences with both simulated nonuniformity and real nonuniformity. The results show that the deghosting performance of the proposed method is superior to that of other neural network-based nonuniformity correction algorithms and that the convergence speed is equivalent to the tested deghosting methods.
Highlights
Imaging systems based on infrared focal plane arrays (IRFPAs) have been widely used in military and civilian applications
A clean 14 bit infrared video sequence was acquired by a 336 × 256 focal-plane array (FPA)
We present an improved learning rate rule which combines adaptive threshold edge detection with a temporal gate in the neural network (NN)-based nonuniformity correction (NUC) algorithm
Summary
Imaging systems based on infrared focal plane arrays (IRFPAs) have been widely used in military and civilian applications. As they are limited by the manufacturing quality and the level of the processing technology, the responsiveness of the individual photodetectors in the focal plane array will vary from detector to detector. This is known as the nonuniformity of an IRFPA and is called fixed pattern noise (FPN). Nonuniformity severely corrupts infrared images and must be corrected in practical applications To this end, many nonuniformity correction (NUC) techniques have been proposed to compensate for FPN. These NUC techniques are categorized into two classes, namely, calibration-based and scene-based techniques
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