pythonvers.py

Created by elisapuce2005

Created on November 17, 2022

479 Bytes

#vdisp(A)=-(d[A](t)/dt)=kx[A]t 
(d[A](t)/dt)+ kx[A]t = 0 du type y'+a.y=b
k=a b=0
y=CONSTANTE . e-ax + b/a 
[A]t= CONSTANTE . e^-kt 
Ici la constante est [A]0

[A]t= [A]0 . e^-kt décroit de manière exponentielle 
ln[A]t = ln[A]0 -kt droite pas par l'origine
vdisp(A)t= k*[A]t
vapp(P)t= k*[A]t

Pour déduire les valeurs de [I2] au différentes date t
A à une date t = k * [I2]à t

x à t = n[P]formé 
[A]àt= [A]initial - x
     = [A]initial - n[P]formé

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