\vec{P}

\vec{P_{app}}

\vec{F_{cf}}

\vec{F_{cp}}

\vec{R_{z}}

La \;  mise  \; en  \;virage

R_{z}=P

Angle d'inclinaison

Masse de l'avion (en Kg)

manette

Rayon de virage (en m)

P=R_{z} \; et \; F_{cp}=F_{cf}

\vec{R'_{z}}

\vec{F}

manche

à piquer

à cabrer

+

-

Commandes

gaz

horizontale

C_z = -0.33949999999999997 (slider from -0.6 to -0.1, step -5.0E-4)
v = 50.7 (slider from 45 to 55, step 0.05)
A_1: (-2.4, 0.27)
B_1 = (1.1083077157828924, 0.26642121031449095)
C: (-2.4, 1.48155)
a = 3.25 (slider from -5 to 5, step 0.05)
b = 2.2 (slider from -5 to 5, step 0.1)
D = Barycenter({A_1, B_1, C}, {1, a, b})
α = 0 rad (slider from 0° to 60°, step °)
image1' = Rotate(image1, α, D)
m = 712 (slider from 450 to 950, step 1)
p: (ceil((m * 0.4905)) * 20)
f: x = x(D)
r_p: (4.0E-4 * p)
R = 909.5 (slider from 300 to 1500, step 0.5)
F_c: (ceil(((0.1 * m) * v^(2) / R)) * 10)
f_c: (4.0E-4 * F_c)
h: y = y(D)
d = Circle(D, f_c)
n: 1 / cos(α)
texte8: "P=" + (LaTeX[p]) + " \; N"
texte10: "F_{cp}=F_{cf}=" + (LaTeX[F_c]) + " \; N"
texte12: "Facteur  \; de  \; charge = \frac{1}{cos(α)}=\frac{P_{app}}{P}=" + (LaTeX[n]) + ""
v_{Km/h}: (round((v * 0.36)) * 10)
v_{kt}: round(v_{Km/h} / 1.852)
texte23: "R=" + R + ""
c = Circle(D, r_p)
A, B = Intersect(c, f)
u = Vector(D, B)
h' = Rotate(h, α, D)
g = OrthogonalLine(D, h')
R_z: ((-8 * C_z) * v^(2))
r_z: (R_z * 4.0E-4)
e = Circle(D, r_z)
E, F = Intersect(e, g)
w = Vector(D, F)
D': D + u + w
i = Vector(D, D')
j = OrthogonalLine(F, f)
G = Intersect(f, j)
k = Segment(F, D')
l = Segment(D', B)
q = Vector(D, G)
r = Segment(F, G)
R'_z: (ceil((R_z * cos(α) / 20)) * 20)
texte9: "R'_{z}=" + (LaTeX[R'_z]) + " \; N"
H = (2, 1)
I = (1.7627295148689175, 1.0079128987748165)
s = Circle(H, I)
J = (2, 1)
K = (2.133890039302006, 0.9696683741871862)
t = Circle(J, K)
β = Angle(G, D, F)
L = (1.150817121466828, 3.9909858166099803)
M = (3.827933842600961, 3.978237641747437)
N = (1.163565296329373, -3.5814300517408193)
O = (3.815185667738417, -3.5814300517408193)
poly1, l_1, m_1, o, n_1 = Polygon(L, M, O, N)
texte18: "vitesse = " + v_{Km/h} + " km/h"
V = Point(h)
W = Point(h)
f_1 = Segment(V, W)