Page 72 - 30105-2003 การวิเคราะห์วงจรอิเล็กทรอนิกส์ความถี่สูง
P. 72

64
               2.




                                                                E = I R +  I Z =  I  ( R +  Z  )
                                           g   i g   i in  i  g    in
                                                 E g
                                          I =
                                           i
                                              ( R +  Z in )
                                                g
                                          E =  I Z
                                           i
                                               i in
                                                        E Z
                                          E =    g in
                                           i
                                              ( R +  Z in )
                                                g
                                                V o   V o  E i   V o     E Z
                                                                          g in
                                     A      = −    = −   ×    = −  ×
                                      V  (F Mid  )  E g  E i  E g  E i  E g  ( R +  Z in )
                                                                          g
                                                V o   V o     Z in      g r Z         Z in
                                                                            ′
                                                                         m b e out
                  
 $
                              A V  (F Mid  )  = −  E g  = −  E i  ×  ( R +  Z in )  = −  Z i  × ( R +  Z in )     (2.11)
                                                                                     g
                                                             g
                                     (
-     ก     
V    (/             ก 
 "  ก ! E     	 180    #  (,5

                                                    o                               g
                                                                                     "

                                                     $
                                                                    -
                                                                               −
                )   !  &        !! & & (    	      

 A        #   (    .    ! ( )    	  
.
"     (/
                                                       V (F Mid  )
                                     -
                         " 
  ก (    .    !   ก 	      	
   ,

                                                     -          ก        
  ก     . 	  ก     I
                                     2.1.2.4.2 A ( i F Mid )                                  R L
                                                             	 	    '" E . -  E     "  ก  (. - 
ก
               ก     I         
  ,%   2.7   ก      A  ( i F Mid  )  g      i
                       b
                                              I R
                                     A ( i F Mid )  =  I  L
                                                         E =  I b b ( bb′  +  r b e ′  )
                                                 r
                                           i
                                                  E
                                          I =      i
                                           b           )
                                              (r bb′  +  r b e ′
                                                       E r
                                                        i b e ′
                                         V b e ′  =  I r  =  +  )
                                               b b e ′
                                                      r
                                                                ( bb′  r b e ′
                                               g V R          g E r R
                                                                    ′
                                                   ′
                                                        =
                                                               m i b e C
                                                m b e C
                                         I R L  =  ( R +  R L  ) (r bb′  +  r b e ′  )( R +  R L  )
                                                C
                                                                     C
                                              I R       g E r R         (r bb′  +  r b e ′  )
                                                              ′
                                                        A ( i F  )  =  L  =  m i b e C  ×
                                         Mid
                                               I b  (r bb′  +  r b e ′  )( R +  R L )  E i
                                                               C
                                              I R   g r R
                                                        ′
                  
 $
                               A  =  L  =  m b e C                                                                (2.12)
                                       ( i F Mid )   R +    )
                                               I
                                                b   ( C  R L
                                                              V o            V o
                ,    
     2.3    ก  ,%   2.1   ,      	  A V (F Mid  )  = −  , A V (F Mid  )  = −      A  ( i F Mid  )
                                                               E
                                                                i            E g
                                                V o   g r Z            g r R R
                                                                           ′
                                                          ′
                                                       m b e out
                                                                        m b e C L
                 -  .
    ก  ก   (2.10) A V  (F Mid  )  = −  E i  = −  Z i  = −  ( bb′  +  r b e ′  )( C  R L )
                                                                             R +
                                                                    r
                                                                            ก         	
    
    ก  
  ก
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