![]() ·Table of Contents ·Methods and Instrumentation | Noise Characteristic and its Removal in digital Radiographic SystemChen Shuyue,North China Institute of Technology, Taiyuan 030051, China Lu Hongnian, Beijing University of Aeronautics and Astronautics, Beijing 100083, China Contact |
Digital radiographic system
X-ray digital radiographic system is shown in Fig.1. In the experiments, X-ray source with j 4 mm focal spot size, maximum tube voltage 300 Kv, tube current 5 mA, scientific grade CCD camera with ISD017A CCD chip(Silar Ltd.) by 1040 ´1160 pixels, 16m m ´ 16 m m each pixel size, 12-bit image format, and Nikkor AF50 mmf/1.8 lens, CsI(Tl) scintilator screen are employed.
CCD camera is protected from X-ray with 50 mm thick lead(Pb) and collimator is used for depressing X-ray scattering.
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Fig 1: Digital radiographic system
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Imaging noise classification
In view of the noise generation, the digital radiographic system is divided into the following parts: X-ray source, CCD camera, imaging optical system(including imaging screen, mirror and lens), control system(computer, controller) and object. Based on the later description and analysis, the noise in the system can be classified into several elements according to the noise properties, as shown in Fig.2.
Fig 2: Noise in digital radiographic system
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In Fig.2, CCD response nonuniformity is composed of the dark current nonuniformity and CCD response nonuniformity to light due to the defects in CCD; the imaging screen nonuniformity is originated from the difference of its response to the same X-ray radiation, isoplanatic distribution of image from the aperture effect and the uneven intensity of X-ray radiation, positive impulse noise from the X-ray effects on CCD, Gaussian noise from the CCD, control system, scattering noise from the object.
CCD dark current noise
CCD dark current noise indicates the current carrier created in a period of CCD accumulating time under complete dark. It consists of two parts, the first one is thermal noise distributing in Poisson stochastic process and forming the background noise; another one presents impulses, called CCD dark current nonuniformity in the paper, which is caused by CCD pixel defects. The former has less influence on imaging quality than the latter. The CCD dark current noise behaves as the one that superposing into the practical image.
In order to analyze CCD dark current noise, an experiment was made. Capturing 25-frame images in complete dark environment for 60s accumulating time, the gray level of a row in a frame is shown in Fig.3(a). Fig.3(b) represents the average gray level of 25 frames in the same row. Subtracting Fig.3(b) from Fig.3(a), the result is shown in Fig.3(c), in which the impulse noise is removed completely.
Fig 3: Brightness curves of a frame (a) and multi-frame average (b), (c) obtained by subtracting (b) from (a).
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CCD response nonuniformity to light
CCD response nonuniformity to light indicates the nonuniform degree of the response of CCD pixels to light under even illumination. It is determined by the homogenization of the CCD material and its process engineering. Because of the difference of the CCD pixels, the gray level of a image under even illumination fluctuates at random in the spatial domain. But in time sequence, each CCD pixel response varies regularly according to the following experiment.
Under even illumination, no X-ray radiation and the same capturing condition, n-frame images, each frame with 1024 ´ 1024 pixels, were acquired with CCD camera.
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Fig 4: Correlation coefficients
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To test the characteristic of nonuniformity of CCD response to light, the subtraction operation was made. Fig.5(a) represents the gray level of a row in one image of 18 frames, and Fig.5(b) represents the average gray level of 18 frames in the same row. Subtracting the invarible factor Ui from Fig.5(a), the corrected result is obtained, shown in Fig.5(c). It is obvious that the nonuniformity noise is removed greatly.
Fig 5: CCD responses to light of a frame (a) and multi-frame (b), (c) obtained by subtracting (b) from (a)
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Imaging screen response nonuniformity to X-ray radiation
Imaging screen response nonuniformity to X-ray radiation indicates the nonuniform degree of the response to X-ray radiation on the imaging screen because of the different luminous efficiency of the crystals on every tiny field of the screen due to its manufacturing limitation leading to uneven thickness, purity and so on. The serious nonuniformity causes the stripes, bright or dark spots in the image, which may be mixed with the inspected defects of the object. Hence, it is necessary to correct these false defects by image processing.
Isoplanatic distribution of image
Isoplanatic distribution of image indicates that the gray level reduces gradually from the center part to the border in the image. It is caused by the aperture effect and the intensity distribution of X-ray radiation(maximum in center). The correction of the isoplanatic distribution can give the actual gray level and improve the visual effect. By fitting the background image with polynomial, then subtracting the polynomial term from raw image, the corrected image can be obtained[5]. But only when the background image matches the raw image in brightness, the image is corrected well.The following will describe a better approach.
Positive impulse noise
In digital radiography CCD chip may be radiated by X-ray, which causes the positive impulse noise in the captured image. In order to study the influence of the kind of noise on the image, an experiment was made.
Closing the lens cover of the CCD camera, placing a 10 mm constant steel plate in front of the imaging screen, capturing the dark image under 220 Kv tube voltage, 5 mA tube current in 10s, 30 s, 55 s exposure time. Fig.6(a), 6(b), 6(c) show the brightness curves in the same row of the captured images under 10 s, 30 s, 55 s exposure time respectively after dark current nonuniformity being corrected. In Fig.6, we can find that:
Fig 6: (a), (b), (c) show the brightness curves in the same row of the captured images under 10s, 30s, 55s exposure time respectively
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Invarible noise correction
Establishing the following linear model:
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Fig 7: Raw image (a) and corrected image (b) of resolution chart
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