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Amplifier Design



                                                                               Amplifier Design  127

                          In interstage matching, it is possible to choose between two methodologies:
                        match the output impedance of the first stage (usually a “high” impedance) to
                        the input impedance of the second stage (usually a “low” impedance). This uses
                        the fewest components. Or, match everything to 50 ohms for standardization.
                        This permits the testing of the final physical design from stage to stage with
                        normal 50-ohm test gear.
                        Lumped L matching. The simple, but very popular, L matching network has a
                        disadvantage in that the Q of the circuit cannot be selected as it can in the
                        more complex networks shown below. A low Q is desired to increase the band-
                        width of the amplifier, as well as to decrease lossy circulating currents in power
                        amplifiers. Still, the value of Q is usually naturally low in an L network, and
                        thus will suffice for most semiwideband matching needs.
                          First, to design a basic resistance-matching-only L network for matching
                        the two-different-value resistances of  R and R (Fig. 3.24), the network
                                                               S       P
                        topology must initially be chosen. For a high-to-low impedance transfor-
                        mation choose Fig. 3.6; for a low-to-high impedance transformation, choose
                        Fig. 3.7:
                        1. Find the natural Q of the circuit by the following formula, in which Q and
                                                                                           S
                           Q must be a positive number:
                             P

                                           R
                                             P
                           a. Q   Q              1
                                S    P     R
                                             S

                                           58
                           b. Q   Q              1
                                S    P     12
                           c. Q   Q   1.96
                                S    P
                        2. Find the reactance of element X of the L network (Fig. 3.25):
                                                         P
                                    R
                                     P
                           a. X
                                P   Q
                                     P














                        Figure 3.24 An unmatched source and load.



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