Lieu_complexe (test)
Author: PGe
Date: 13 March 2013

$\underline Z_1$

$\underline Y_1$

$\underline Y_2$

$\underline Z_2$

$\underline Z_t$

EPFL-LAI - P. Germano - 2013, Rév. 2022

ω = 2.6 (slider from 0 to 8, step 0.2)
R_1 = 3.3 (slider from -5 to 10, step 1)
L_1 = 0.5
Z_1: R_1 + ((ω * L_1) * ί)
Y_1: 1 / Z_1
A = (0, 0)
C: (R_1, 1.5)
D: (R_1, -1.5)
lieu_{Z_1} = Line(C, D)
C_2 = 0.5 (slider from -5 to 12, step 1.0E-6)
R_2 = 1.5 (slider from -5 to 33, step 0.1)
Y_2: 1 / R_2 + ((ω * C_2) * ί)
Z_2: 1 / Y_2
Z_t: Z_1 + Z_2
E: (1 / R_2, 1.5)
F: (1 / R_2, -1.5)
lieu_{Y_2} = Line(E, F)
b_1 = Vector(A, Z_1)
b_2 = Vector(A, Z_2)
b_3 = Vector(Z_2, Z_t)
b_4 = Vector(Z_1, Z_t)
b_5 = Vector(A, Y_2)
b_t = Vector(A, Z_t)