Method for the real-time control of exposure to an X-ray dose

A method for the real-time control of exposure to an X-ray dose emitted by a generator tube for generating an X-ray beam and received by a detector comprising a flat panel detector, the generator tube comprising a control unit for controlling the generator tube that is configured so as to control an X-ray dose emitted by the generator tube, said flat panel detector comprising:

• a. a set of pixels (P(i,j)) organized into a matrix along rows (Li) and columns (Cj) and configured so as to generate signals on the basis of the X-ray dose impinging on the detector;
• b. a circuit configured so as to determine a payload signal based on the signals from at least one of the rows (Li);
• c. a transmission module for transmitting the payload signal to the control unit for controlling the generator tube;
• said control method comprising the following steps:
• exposing the flat panel detector to an X-ray dose emitted by the generator tube for generating an X-ray beam;
• repeatedly reading out at least one of the rows (Li) of pixels (P(i,j)) while the flat panel detector is exposed to the X-ray dose;
• determining a payload signal and a stray signal based on the signals from the readout of the at least one of the rows (Li);
• transmitting the payload signal to the control unit for controlling the generator tube;
• said control method being wherein the step of repeatedly reading out at least one of the rows (Li) of pixels comprises, for each row (Li) of the at least one of the rows (Li), the following steps:
• reading out the column (Cj) without activation of the row (Li) in order to obtain a first signal (An);
• reading out the column (Cj) with activation of the row (Li) in order to obtain a second signal (Bn);
• in that the step of determining a payload signal and a stray signal comprises the following steps:
• estimating a multiplication factor (FM′) between the payload signal and the stray signal;
• estimating the payload signal based on the multiplication factor using the relationship:
• DS′n=(An+Bn)/(FM′+1), and S′n=Cumul(A+B)n/(FM′+1).
• where DS′n is a level of the payload signal, S′n is the payload signal, and Cumul (A+B)n is a signal level accumulated over time of Bn;
• and the step of estimating the multiplication factor (FM′) between the payload signal and the stray signal comprises the following steps:
• based on 3 successive samples of first signals (An−1, An, An+1)=(VA)n, estimating a measurement A′n of the stray signal at the time of the second signal Bn;
• linear regression on 3 successive points {(xi,yi);
• i=1 to 3} in order to obtain a proportionality coefficient (FP), where:
• {xi}=[Cumul(A+B)n−2,Cumul(A+B)n−1,Cumul(A+B)n],
• {yi}=[Cumul(B−A′)n−2,Cumul(B−A′)n−1,Cumul(B−A′)n], and
• Cumul(A)n=A0+A1+ . . . +An;
• calculating the multiplication factor using the relationship FM′=(FP)−1−1.