Invention Grant
US5659488A Shading correcting circuit and method for correcting an image density signal on the basis of a reference signal 失效
阴影校正电路和基于参考信号校正图像浓度信号的方法

  • Patent Title: Shading correcting circuit and method for correcting an image density signal on the basis of a reference signal
  • Patent Title (中): 阴影校正电路和基于参考信号校正图像浓度信号的方法
  • Application No.: US489019
    Application Date: 1990-03-06
  • Publication No.: US5659488A
    Publication Date: 1997-08-19
  • Inventor: Masafumi Yamanoue
  • Applicant: Masafumi Yamanoue
  • Applicant Address: JPX Osaka
  • Assignee: Sharp Kabushiki Kaisha
  • Current Assignee: Sharp Kabushiki Kaisha
  • Current Assignee Address: JPX Osaka
  • Priority: JPX1-53345 19890306
  • Main IPC: G06T1/00
  • IPC: G06T1/00 H04N1/401 H04N1/00
Shading correcting circuit and method for correcting an image density
signal on the basis of a reference signal
Abstract:
The shading correction is performed with respect to a signal "A" indicative of the image density read by an optical read device in accordance with a reference signal "B". Both the signals "A" and "B" consist of n bits. An inputted signal having an initial value "A" is doubled by a multiplier when A=B and B.noteq.0. A subtracter subtracts the reference signal "B" from a signal "X" outputted from the multiplier and discriminates whether or not a signal "X-B" is negative. An S/P conversion register doubles an integrated value "S" having an initial value "0" and changes the integrated value from "S" to "2S" when the signal "X-B" is negative. In contrast, when the signal "X-B" is not negative the S/P conversion register adds "1" to "2S" and changes the integrated value from "S" to "2S+1". The signal "X" outputted from the multiplier is again inputted into the multiplier when the signal "X-B" is negative. Alternatively, the multiplier receives the signal "X-B" outputted from the subtracter when the signal "X-B" is not negative. The, above procedure is repeated n times. The last integrated value outputted from the S/P conversion register is equal to or approximately equal to a value obtained by an expression "S=A(2.sup.n -1)/B", and therefore, the former can be regarded as a shading correction signal.
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