
Current local date and time: Tue Feb 17 2009 04:08:22

C++ version of Program B6-3
Newton - Raphson Solution then Levy Matching found in text:
Circuit Design Using Personal Computers
Thomas R. Cuthbert, Jr.
1983 John Wiley and Sons

Cuthbert_B6_3n .cpp .exe
Rev: n January 30, 2009
Steven Schultz, WB8WGY

Inputs:
   Text Result File Name:                Hubler_T1_N4_Series_Load.txt
   CSV Result File Name:                 Hubler_T1_N4_Series_Load.csv
   N =                                   4
   Low Frequency (f1) (MHz) =            25.000000
   High Frequency (f2) (MHz) =           30.000000
   Load Decrement obtained from Load Parameters
      Series Load Parameters entered
         average resistance (ohms) =     1.000000e+001
         delta bandwidth (MHz) =         1.000000e+000
         delta reactance (ohms) =        7.996750e+000

Output Part 1: Preliminary
   Center Frequency     (f0)    (MHz) =      27.386128
   Match Bandwidth      (f2-f1) (MHz) =      5.000000
   Fractional Match Bandwidth ((f2-f1)/f0) (wm) =  0.182574186
   Reactance Slope Parameter =               1.095000090e+002
   Load Decrement =                          5.002032076e-001
   Load Q =                                  1.095000090e+001

Output Part 2: Fano; Levy; Newton - Raphson Solution
   FV =                   4.446e-010
   IT (iterations in Newton - Raphson Solution) = 11
   A  =                   0.654356633
   B  =                   0.314037770
   Magnitude of Reflection Coefficient Min = 0.236811386
   Magnitude of Reflection Coefficient Max = 0.275648957
   Mismatch Loss Min (dB) = -0.250646427
   Mismatch Loss Max (dB) = -0.343197320
   Return Loss Min (dB) = -12.511948421
   Return Loss Max (dB) = -11.192872920
   SWR Min =              1.620584168
   SWR Max =              1.761092181

Output Part 3: Resistive Source with g(i) Prototype Values
   G(0) (load)   =     1.000000000
   G(1)          =     1.999187500
   G(2)          =     0.909422300
   G(3)          =     2.354069493
   G(4)          =     0.425538526
   G(5) (source) =     1.761092309

Output Part 4: Network Element Values Calculated
   Load Resistance (ohms) =   1.000000000e+001
   L(1) (H) =                 6.363611456e-007
   C(1) (F) =                 5.307320869e-011
   L(2) (H) =                 1.166710948e-008
   C(2) (F) =                 2.894781088e-009
   L(3) (H) =                 7.493235923e-007
   C(3) (F) =                 4.507228683e-011
   L(4) (H) =                 2.493388706e-008
   C(4) (F) =                 1.354531197e-009
   Source Resistance (ohms) = 1.761092309e+001
