Champ tournant
Author: JP Martin

Equation de la fonction sinusoïdale
          u(t) = U_m*sin(ωt+φ)

Afficher le deuxième signal

Afficher le premier signal

Vecteurs tournants

Pulsation en rad/s

U'_m = 2 (slider from 0 to 5, step 0.1)
U_m = 1.3 (slider from 0 to 5, step 0.1)
O = Point(xAxis)
ζ' = Circle(O, U'_m)
M' = Point(ζ')
ζ = Circle(O, U_m)
A = Intersect(ζ, xAxis, 2)
ω = 2.3000000000000003 (slider from 0 to 5, step 0.1)
φ' = Angle(A, O, M')
M = Point(ζ)
φ = Angle(A, O, M)
a = OrthogonalLine(O, xAxis)
B = Intersect(ζ, a, 2)
w = Vector(O, M)
u = Function(U_m sin(ω x + φ), 0, 6.28)
C = Intersect(u, yAxis, (0, 0.8292889326646891))
b = Segment(M, C)
z = Vector(O, A)
text3: "u(t) =" + U_m + " *sin(" + ω + "t + " + φ + ")"
c = Vector(O, B)
v = Function(U'_m sin(ω x + φ'), 0, 6.28)
D = Intersect(v, yAxis, (0, 1.0189961124399638))
d = Segment(M', D)
e = Vector(O, M')
A' = Intersect(ζ', xAxis, 2)
B' = Intersect(ζ', a, 2)
g = Vector(O, A')
h = Vector(O, B')
f = true
i = true
text4: "v(t) =" + U'_m + " *sin(" + ω + "t + " + φ' + ")"