Ex parte NARABU et al. - Page 9




          Appeal No. 1998-3135                                       Page 9           
          Application No. 08/789,519                                                  


          higher voltage than the outside power source voltage.”  Kadota              
          likewise asserts (translation, page 9), with regard to the                  
          embodiment shown in                                                         
          Figure 5, that “the electric charge of the first . . .                      
          diffusion layer can be reset with a high voltage even when the              
          power source voltage is low, and a sufficient output voltage                
          can be obtained.”        From the above teachings of Kadota, we             
          find that the voltage of the first diffusion region 2 can be                
          reset with a high voltage.  This begs the question of whether               
          the resetting of the voltage of the diffusion layer changes                 
          the charge-to-voltage conversion factor.  On page 3 of the                  
          appellants’ specification, in a description of the prior art,               
          the specification discloses                                                 
                    in the conventional charge-to-voltage converter                   
               of a floating diffusion output type and a floating                     
               gate output type mentioned above, the capacitance of                   
               the converter is of a fixed value.  It is,                             
               therefore, impossible to selectively change the                        
               charge-to-voltage conversion factor of the                             
               converter, and the convertion factor is determined                     
               merely as a single value as follows.                                   
                    With regard to the signal charge quantity Q, the                  
               signal amplitude V in the FD region 1 (in FIGURE 5)                    
               and 11 (in FIGURE 6) is expressed as                                   
                    V = Q/C = Ne-/C        .... (1)                                   
               where N is the number of electrons; e- denotes an                      
               elemental charge (- 1.6x 10-19[C]); and C is the                       
               capacitance of the FD region 1 (in FIGURE 5) and 11                    







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