Cálculos e Análises em Sistemas com Variáveis Complexas e Transformadas

clear clc Declarando as variáveis f 60 L1 4653e3 M 12e3 L2 M2L1 R1 4 R2 6000 w 2pif V1 127 0i EZ1 R1 wL1i EZ2 0 wMi DZ1 R2 wL2i DZ2 0 wMi EQ1 DZ1DZ2 i2 Obtendo os valores i2 V1 EQ1EZ1 EZ2 i1 EQ1 i2 v11 DZ2i1 v12 DZ1i2 v2 v11 v12 clear clc num 1 2 3 4 den 1 6 11 6 RPK residuenumden clear clc syms s t Fs 7s32s21s11 Fs1 s32s23s4s36s211s6 Ft ilaplaceFs Ft1 ilaplaceFs1 clear clc t 0015 ft 1437expt7exp2t49exp3t3 plottft clear clc syms s t Fs 7s32s21s11 degrau 7s Fs2 Fsdegrau Ft ilaplaceFs2 clear clc t 0 015 Ft exp2t plottFt clc clear syms t s YS 48s2s10s yt ilaplaceYS clear clc syms s Fs s2 4s 8s3 6s2 11s 6 Ft ilaplaceFs t 0 015 Ft2 exp3t5exp2t8expt52 Ft2 5exp2t8expt52 clc clear syms i t L 10 f Li difff Necessário instalar biblioteca pkg load symbolic clc clear syms s t f exp2t fs laplacefs fs1 fs 1s fs2 ilaplacefs clc clear syms s t Inserindo no dominio do tempo yt 12535texp2t125exp2t YS laplaceyt YS2 YS 8s yr ilaplaceYS2 Números complexos retangular a 5 j3 b 10 20i c a b d a b obter a notação fasorial amplitude absc angulo anglec radianos anguloG rad2degangulo z1 12i