Jp. Bissonnette et al., A QUANTUM ACCOUNTING AND DETECTIVE QUANTUM EFFICIENCY ANALYSIS FOR VIDEO-BASED PORTAL IMAGING, Medical physics, 24(6), 1997, pp. 815-826
The quality of images generated with radiographic imaging systems can
be degraded if an inadequate number of secondary quanta are used at an
y stage before production of the final image. A theoretical technique
known as a ''quantum accounting diagram'' (QAD) analysis has been deve
loped recently to predict the detective quantum efficiency (DQE) of an
imaging system as a function of spatial frequency based on an analysi
s of the propagation of quanta. It is used to determine the ''quantum
sink'' stage(s) (stages which degrade the DQE of an imaging system due
to quantum noise caused by a finite number of quanta), and to suggest
design improvements to maximize image quality. We have used this QAD
analysis to evaluate a video-based portal imaging system to determine
where changes in design will have the most benefit. The system consist
s of a thick phosphor layer bonded to a I mm thick copper plate which
is viewed by a T.V. camera. The imaging system has been modeled as ten
cascaded stages, including: (i) conversion of x-ray quanta to light q
uanta; iii) collection of light by a lens; (iii) detection of light qu
anta by a T.V. camera; (iv) the various blurring processes involved wi
th each component of the imaging system; and, (v) addition of noise fr
om the T.V. camera. The theoretical DQE obtained with the QAD analysis
is in excellent agreement with the experimental DQE determined from p
reviously published data. It is shown that the DQE is degraded at low
spatial frequencies (<0.25 cycles/mm) by quantum sinks both in the num
ber of detected x rays and the number of detected optical quanta. At h
igher spatial frequencies, the optical quantum sink becomes the limiti
ng factor in image quality. The secondary quantum sinks can be prevent
ed, up to a spatial frequency of 0.5 cycles/mm, by increasing the over
all system gain by a factor of 9 or more, or by improving the modulati
on transfer function (MTF) of components in the optical chain. (C) 199
7 American Association of Physicists in Medicine.