9/23/13 1 Analysis Combinational Circuit !"#$%&$!'()$ Hanoi University of Science and Technology Dr. Le Dung Hanoi University of Science and Technology *"+,$-$)./&($0+,1.(-2+(-3$0."0'.4$ 4+$-(-356.6$$$$$$ • !746$8'(02+($$ $$$$$$$9:"'4;$4-13&<$=>?"&66.+($8+",6@$ • $:.,.()$A )"-,$ $$$$$$$$9:&64$/&04+"6<$!&3-5<$B-C-"ADE3.40;@$$$ 9/23/13 2 Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9G@$ H$4+$I$!&0+A&"$ F J$ F G$ , J$ , G$ , H$ , K$ I$4+$G$LMN$ O G$$$$$ O J$ ! J$ ! G$ ! H$ ! K$ P $ -$ 1$ 0$$$$$A$ !"#$%$&$'()*) F(-356.6$4;.6$0+,1.(-2+(-3$0."0'.4$ Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9H@$ I$4+$G$LMN$ O G$$$$$ O J$ ! J$ ! G$ ! H$ ! K$ P $ L+A'3-"$'(A&"64-(A.()$ H$4+$I$!&0+A&"$ F J$ F G$ , J$ , G$ , H$ , K$ A 1! A 0! m 0! m 1! m 2! m 3! J$ J$ G$ J$ J$ J$ J$ G$ J$ G$ J$ J$ G$ J$ J$ J$ G$ J$ G$ G$ J$ J$ J$ G$ S 1! S 0! Y ! J$ J$ ! J$ J$ G$ ! G$ G$ J$ ! H$ G$ G$ ! K$ 9/23/13 3 Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9K@$ $:"'4;$4-13&$$=>?"&66.+($8+",6$ c! d! a! b! f! J$ J$ J$ J$ 1! 8QPQ! J$ J$ J$ J$ G$ J$ J$ J$ G$ J$ J$ J$ J$ G$ G$ J$ J$ G$ J$ J$ J$ 8QPQ! G$ J$ G$ J$ G$ 1! J$ G$ G$ J$ J$ J$ G$ G$ G$ J$ G$ J$ J$ J$ J$ 8QPQ! H$ G$ J$ J$ G$ J$ G$ J$ G$ J$ 1! G$ J$ G$ G$ J$ G$ G$ J$ J$ J$ 8QPQ! K$ G$ G$ J$ G$ J$ G$ G$ G$ J$ J$ G$ G$ G$ G$ 1!  $8$$Q$$R$9J<$S<$GJ<$GS@$$Q$$$R$9J<$S<$GJ<$GS@$ 0A-1$ -10A$ 8$Q$-10A$T$-10A$T$-10A$T$-10A$ Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9I@$ $=>?"&66.+($8+",6$ $$Q$-10A$T$-10A$T$-10A$T$-10A$ c ! d ! F!=!Y!= ! J$ J$ ! J$ Q$, J $Q$-U1U$ $$ J$ G$ ! G Q$, G $Q$-U1$ $ G$ J$ ! H Q$, H $Q$-1U$ $ G$ G$ ! K Q$, K $Q$-1$ $ $8$Q$$, J #0A$$T$, G #0A$T$, H #0A$T$, K #0A$ Q$9-$$0@91$$A@$ Q$9-$T$0@$T$91$T$A@$ 9/23/13 4 Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9S@$ :.,.()$A )"-,$V.4;$(+$A&3-5$ -$ 1$ A$ 0$ 8$ 8$Q$9-$$0@91$$A@$ :&64$/&04+"6$W$-10A$Q$JJJJGJJJGJGJGGGJGGGGJGGGJGJGJGJJJJJJ$ Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$9X@$ :.,.()$A )"-,$V.4;$A&3-5$ -$ 1$ A$ 0$ 8$ , G $Q$! G$ , J $Q$! J$ :&64$/&04+"6$W$-10A$Q$JJJJ$$JGJJJGGJJGJJJGJG$ 9/23/13 5 Dr. Le Dung Hanoi University of Science and Technology O4-20$B-C-"A$DE3.40;$ • $B-C-"A$0+(A.2+(W$F$6.()3&$/-" 13&$0;-()&$0-'6&6$-$ ,+,&(4-"5$ +'4?'4$ 0;-()&$ V;&($ (+$ +'4?'4$ 0;-()&$ 6;+'3A$+00'"#$$ • $E3.40;W$$:;&$,+,&(4-"5$+'4?'4$0;-()&$$ $$$$$$$$$$$$$$$$Q$'(V-(4&A$4"-(6.&(4$?'36&$ T$O4-20$GY;-C-"A$Q$$)3.40;$GJG$9.($OZ[$@$ T$O4-20$JY;-C-"A$Q$$)3.40;$JGJ$9+($[ZO@$ • $\-'6&W$A.]&"&(4$A&3-5$.($4V+$?-4;6$96&&$=>-,?3&@$ • $O+3'2+(W$FAA.()$"&A'(A-(4$4&",6$9?"+A'04$4&",6$+"$6',$4&",6@$ Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$+8$64-20$GY;-C-"A$ -$ 0$ 1$ F$ ^$ F$ ^$ P $NG$ P $NH$ F$ ^$ P$Q$8$ 0U$ F_!$H$ Z`$H$ F_!$H$ 7_a$ -$Q$1$Q$G$ 0$ NH$ NG$ 8$ O4-20$GY;-C-"A$Q$)3.40;$ 9/23/13 6 Dr. Le Dung Hanoi University of Science and Technology `&,+/.()$64-20$GY;-C-"A$ F$ ^$ F$ ^$ F$ ^$ F$ ^$ \$ P $NG$ P $NH$ P $NK$ -$ 0$ 1$ P$ 8$ F$ F_!$H$ F_!$H$F$ Z`$K$ F_!$H$ `&A'(A-(4$4&",$ $$$$$Q$0+(6&(6'6$4&",$$ O4-20$ ;-C-"A$ 8"&&$$ Dr. Le Dung Hanoi University of Science and Technology !5(-,.0$;-C-"A$ !5(-,.0$B-C-"A$+($J$$G$ !5(-,.0$B-C-"A$+($G$$J$ • $F$A5(-,.0$;-C-"A$.6$ 4; &$?+66.1.3.45$+8$-($+'4?'4$0;-().()$ ,+"&$4;-($+(0&$-6$-$"&6'34$+8$-$6.()3&$.(?'4$0;-()&$ • $\-'6&W$A.]&"&(4$A&3-5$.($,'32?3&$?-4;6$ • $F(5$0."0'.4$4;-4$.6$64-20$;-C-"A$8"&&$.6$-36+$A5(-,.0$ ;-C-"A$8"&&$ • $F(5$0."0'.4$A5(-,.0$;-C-"A$8"&&$ 9/23/13 7 Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$+8$A5(-,.0$;-C-"A$9G@$ Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$+8$A5(-,.0$;-C-"A$9H@$ 9/23/13 8 Dr. Le Dung Hanoi University of Science and Technology F($&>-,?3&$+8$A5(-,.0$;-C-"A$9K@$ Dr. Le Dung Hanoi University of Science and Technology *'(02+($;-C-"A$ •  $ *'(02+($ ;-C-"A6$ -"&$ (+(Y6+3/-13&$ ;-C-"A6$ V;.0;$ +00'"6$ V;&($,+"&$4;-($+(&$.(?'4$/-" 13&$0;-()&6$-4$4;&$6-,&$2,&#$$ • $*'(02+($;-C-"A6$0-($(+4$1&$3+).0-335$&3.,.(-4&A$V.4;$-04'-3$ 6?&0.b0-2+($+8$4;&$0."0'.4#$:;&$+(35$"&-3$V-5$4+$-/+.A$6'0;$ ?"+13&,6$.6$4+$"&64".04$4;&$0;-().()$+8$.(?'4$/-" 13&6$6+$4;-4$ +(35$+(&$.(?'4$6;+'3A$0;-()&$-4$-(5$)./&($2,&#$ 9/23/13 9 Dr. Le Dung Hanoi University of Science and Technology B-C-"AY8"&&$A&6.)($ c  B-C-"A6$-"&$;-"A$4+$A&4&04$15$;-(AW$.,?+"4-(0&$+8$ 6.,'3-2+($ c  :;&$A-()&"$8+"$;-C-"A6$.(0"&-6&6$V;&($".6&$2,&6$-(A$8-33$ 2,&6$-"&$(+4$&d'-3$$ c  F"&$;-C-"A6$-$?"+13&,e$   *+"$65(0;"+(+'6$0."0'.46<$4;&5$-"&$(+4$   M(3&66$4;&5$0+(4"+3$4;&$03+0f$+8$-$,&,+"5$&3&,&(4$   *+"$-65(0;"+(+'6$0."0'.46<$4;&5$-3V-56$-"&$-$?"+13&,$ . 9/23/13 1 Analysis Combinational Circuit !"#$%&$!'()$ Hanoi University of Science and Technology Dr.