Propa

propa.py

# This comment was added automatically to allow this file to save.
# You'll be able to remove it after adding text to the file.
to = L/Vc

Zc = sqr(l/c)
l = inductance
c = condo

Vc = 1/sqr(l*c)
= c/sqr(Er)
= w/B

B = w * sqr(l*c)

lmbd =2pi/B
= Vc/f

ROS = 1+abs(Pl)/1-abs(Pl)

Gmma = alpha + jB
alpha = pertes

P = 1/2*Re[VxI*]
= 1/2*Re[V*xI]

propa_2.py

Er = Permitivité
B = cst de phase

propa_3.py

Z(x) =
Zl+Zc*th(gmma(L-x))
------------- * Zc
Zc+Zl*th(gmma(L-x))

Sans perte
Z(x) =
Zl + j*Rc*tg(B(L-x))
------------
Rc + j*Zl*tg(B(L-x))

Pa = Z - Zc/
    Z+Zc

Pb = Zg - Zc/
    Zg+Zc

propa_4.py

# This comment was added automatically to allow this file to save.
# You'll be able to remove it after adding text to the file.

V(x,jw) = Vi(jw)*e^(-gamma*x)
    + Vr(jw)*e^(gamma*x)

Vi(jw) =
Zc(Zl+Zc)
---------- eg
(Zc+Zg)(Zl+Zc)+(Zc-Zg)(Zl-Zc)


Vr(jw) =
(Zl-Zc)
-----*e^(-2*gamma*L)*Vi(jw)
(Zl+Zc)

Eg(jw) = E*e^jwt


i(x,jw) =
Vi(jw)/Zc * e^(-gamma*x)
    - Vr(jw)/Zc * e^(gamma*x)

propa_5.py

from math import *

propra_2.py

Er = Permitivité
B = cst de phase