Page 246 - FUNDAMENTALS OF COMPUTER
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                     246                         Fundamentals of Computers                          NPP

                    Implementation using Universal Gates        `y{Zdg©b JoQ>m| H$s ghm`Vm go Bpåßb_|Q>oeZ

                        NAND and NOR gates are called Univer-       NAND Am¡a NOR JoQ²>g H$mo `y{Zdg©c JoQ²>g H$hm
                    sal Gates. Therefore we have to perform two  OmVm h¡Ÿ& AV- h_| Xmo Bpåßc_|Q>oeZ H$aZm hmoJm:
                    implementations:
                                                (i)  NAND-NAND Implementation.
                                                  (ii)  NOR-NOR Implementation.
                        Now Consider one by one.                    A~ EH$-EH$ H$aHo$ {dMma H$aVo h¢&
                    (i)  NAND-NAND Implementation:              (i)   NAND-NAND Bpåßb_|Q>oeZ:

                        Use SOP form  A.B A.C+                      SOP ê$n boZo na  A.B A.C+
                        Draw Logic Circuit using Basic Gates:       _yb^yV JoQ>m| go Vm{H©$H$ n[anW ~ZmB`o:

                                         A       B               C
                                                         B






                                                                                  F



                        Convert AND Gates into NAND  Gates.         gmao AND JoQ>m| H$mo NAND _| ~Xbmo Ÿ& EH$ ~~ëS>
                    One Bubbled OR Gate is obtained:            OR JoQ> ^r àmßV hmoJm-

                                          A      B               C
                                                         B





                                                                                 F





                        Replace NOT Gates with shorted NAND         A~ NOT JoQ> Ho$ ñWmZ na em°Q>}S> NAND VWm
                    and bubbled OR Gate with NAND Gate. The     ~~ëS> OR JoQ> Ho$ ñWmZ na NAND ~ZmZo na n[aUm‘r
                    resulting circuit will contain NAND-NAND    n[anW ‘| H$odb NAND  JoQ> h¡…
                    Gates only:
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