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&[DATE] &[TIME] - &[FILENAME]

Admittances for the various elements are simply the inverse of their impedances. The expressions for inductors and capacitors sjould be expressed in terms of the operating frequency for the circuit. Using the admittance matrix, it is possible to find the resonnant frequencyfor the network, and the general frequency response. Admittance formulae for capacitors and inductors are shown below

c 299792458 m s / * :

j 1 - sqrt :

ω Y.C j ω * C * ≡

ω Y.L 1 j ω * L * / ≡

MHz Hz 106^* :

Hz 1 :

μF 106 -^:

μH 106 -^:

Ω 1 :

ω A 01 Ω / * 01 Ω / * 01 Ω / * 1 j ω * 100 * μH * / j ω * 10 * μF * 01 Ω / * 01 Ω / * 1 j ω * 200 * μH * / 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 150 Ω * / 1 0.5 Ω * / 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 01 Ω / * 55 mat :

ω AS ω A ω A transpose + :

i 11 Hz * A rows 1 - (range : k 11 Hz * A rows 1 - (range : 21 line

ω i k F ω AS - (i 2 + k 2 + el i k ≠ ω AS i 2 + col sum cases :

ω Y ω 00 F ω 01 F ω 02 F ω 03 F ω 10 F ω 11 F ω 12 F ω 13 F ω 20 F ω 21 F ω 22 F ω 23 F ω 30 F ω 31 F ω 32 F ω 33 F 44 mat :

sanity checked 1 Hz * Y 5000 i * - 5000 i * 005000 i * 2.02 5000 i * - 0.02 - 2 - 0 0.02 - 0.02 10000 i * - 002 - 021105 -^* i * + 44 mat

ω V ω Y 1 -^100041 mat * :

sanity checked 1 Hz * V 49.99999 0.0247 i * - 49.99999 0.0249 i * - 5108 -^* 10105 -^* i * + 49.99999 0.02515 i * - 41 mat

f.min 100 Hz * :

f.max 0.5 MHz * :

r f.max Hz / log10 f.min Hz / log10 - :

sanity checked r 3.699

n 050 range f n 1 + el f.min 10 0.02 r * n *^* eval : for m 1 f rows range G m el 2 π * f m el * V 4 el 2 π * f m el * V 1 el / eval : for j 1 G rows range Bode j el 20 G j el abs log10 * eval : for 31 line

data char size clr plot k 1 data rows range r3 k el char : r4 k el size : r5 k el clr : 31 line for data r3 r4 r5 augment 21 line :

Bode max 13.8

Bode f Bode augment : bode Bode o 5 red plot : 21 line

`

Bode bode 2 1 sys

bode_zed bode 1 col bode 2 col augment :

ZED GRAPH REGION

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