Déplacement

Force appliquée

Position 1

Position 2

Afficher le vecteur déplacement

Afficher le vecteur force

Afficher l'angle

Angle = 66 (slider from -110 to 110, step 1)
B = (-0.5628546025756269, -3.8465120590546618)
A = (-6.083404201100792, -4.939954250066893)
a = Line(A, B)
C = Point(a)
b = OrthogonalLine(C, a)
D = Point(b)
c = Line(D, a)
E = Point(c)
E' = Rotate(E, Angle°, D)
α = Angle(E, D, E')
d = Ray(D, E')
Force = 395 (slider from 0 to 500, step 5)
unitegraphique = 141 (slider from 1 to 500, step 1)
e = Circle(D, Force / unitegraphique)
G = Intersect(e, d, 1)
u = Vector(D, G)
Distance = 7 (slider from 0 to 10, step 1)
f = Circle(B, Distance)
B' = Intersect(f, a, 2)
v = Vector(B, B')
D' = Translate(D, v)
A' = Translate(A, v)
w = Vector(D, D')
H = Midpoint(D, D')
I = Midpoint(G, D)
Work: Force * Distance * cos(Angle°)
O = (-8.236237975281611, 4.786817676018914)
g = Line(O, xAxis)
h = Line(O, yAxis)
unite = 50 (slider from 1 to 100, step 1)
J = Point(g)
k = Circle(O, J)
K = Intersect(k, h, 1)
M: (x(O) + Distance[O, J] * Angle / unite, y(O) + Work / 3000)
i = true
j = true
l = true
texte5: "Travail: W = F.L = " + (Distance * Force * cos(Angle * π / 180)) + " J"