1998
DOI: 10.1117/12.317038
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Technical and clinical results of an experimental flat dynamic (digital) x-ray image detector (FDXD) system with real-time corrections

Abstract: A clinical imaging system based upon an amorphous-Silicon (a-Si) flat dynamic (digital) X-ray image detector (FDXD) has been developed. The objectives of this experimental set-up were to determine the physical image quality and to establish the clinical feasibility of a flat-panel X-ray detector for radiography and fluoroscopy (R&F) applications. The FDXD acquires dynamic X-ray images at high frame rates in both continuous and pulsed fluoroscopic modes, lower frame rate exposures and single shots. The system … Show more

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Cited by 22 publications
(20 citation statements)
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References 5 publications
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“…To calculate K(s) for each pixel, we assume VB to be a constant, and fit Vj(s) to a curve within the calibration ADU range (2700 s then extend the curve for s < 2700 and s >4700 to cover the 14-bit ADU range as shown in Figure 2 (2-16) For each pixel not in bad pixel map, we estimate the signal value by s=N(r) and calculate R(r) according to (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13), then R(r) will be checked against a given gain variation limit and the threshold for maximum allowable gain variation. As shown in Figure 2-2, there are three threshold-ranges: hi ( 1-E, i+E), h2 ( < 1-E-t4) and h3 ( > 1++t5 ) , where t4 and t5 are two gaps between these three threshold-ranges.…”
Section: Bad Pixel Mapmentioning
confidence: 99%
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“…To calculate K(s) for each pixel, we assume VB to be a constant, and fit Vj(s) to a curve within the calibration ADU range (2700 s then extend the curve for s < 2700 and s >4700 to cover the 14-bit ADU range as shown in Figure 2 (2-16) For each pixel not in bad pixel map, we estimate the signal value by s=N(r) and calculate R(r) according to (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13), then R(r) will be checked against a given gain variation limit and the threshold for maximum allowable gain variation. As shown in Figure 2-2, there are three threshold-ranges: hi ( 1-E, i+E), h2 ( < 1-E-t4) and h3 ( > 1++t5 ) , where t4 and t5 are two gaps between these three threshold-ranges.…”
Section: Bad Pixel Mapmentioning
confidence: 99%
“…Gm_1(r)=N(r)/S(r) (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12) Where N(r) is the bias field value of S(r), which was approximated by a B-spline surface using least square fitting method to smooth the high frequency random noise sources in S(r). Gm_I is able to reduce the influence of incident xray distribution, however, it is accurate only within a narrow exposure range near the calibration exposure level.…”
Section: Gain Calibrationmentioning
confidence: 99%
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“…5 The idea is that immediately after a radiograph is taken one captures a single image without illumination, which will contain the lag information for each pixel. This frame should be taken two or three frames after the initial exposure so that complete TFT charge transfer can be assumed.…”
Section: Array Transient Behaviormentioning
confidence: 99%
“…This widely perceived need has, in turn, stimulated considerable innovation resulting in a remarkable variety of [3] 450 256x240 61440 11.5x10.8 124 [4] 450 512x560 286720 23.0x25.2 580 [5] 450 512x560 286720 23.0x25.2(x4) 2318 [6] 270 64x40 2560 1.7x1.1 1.9 [2] 200 192x192 36864 3.8x3. 8 14.4 [7] 200 1024x1024 1048576 20x20 400 [8] 127 1536x1920 2929920 19.5x24.4 476 [9] 127 1536x1920 2929920 19.5x24.4 476 [10] 127 1536x1920 2929920 19 [13] 100 notavailable n.a. n.a.…”
Section: Introductionmentioning
confidence: 97%