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diff --git a/infotro/SDi/transmission_process.md b/infotro/SDi/transmission_process.md
index 2b087ff..6dc042d 100644
--- a/infotro/SDi/transmission_process.md
+++ b/infotro/SDi/transmission_process.md
@@ -12,13 +12,15 @@ ecart-type &= \sqrt{ Variance }
\end{align}$$
# Digitalisation d'un signal
-![[Pièces jointes/Pasted image 20230921090301.png]]
+
+
+
## Quantification
-résolution: $2^{\text{nbits}}$
+Résolution : $2^{\text{nbits}}$
>[!example] MATLAB (A2)
->![[Pièces jointes/Pasted image 20231114203300.png]]
->![[Pièces jointes/Pasted image 20231114203320.png]]
+>
+>
@@ -26,7 +28,7 @@ résolution: $2^{\text{nbits}}$
### Déquantification
>[!example] MATLAB (A2)
->![[Pièces jointes/Pasted image 20231114203411.png]]
+>
>$$\begin{align} \\
\text{Add: }
\frac{\frac{Q_{P}}{2^{double(Q_{Nb})-1}}}{2}
@@ -34,7 +36,7 @@ résolution: $2^{\text{nbits}}$
\end{align}$$
>
>
->![[Pièces jointes/Pasted image 20231114203425.png]]
+>
## Échantillonnage
@@ -42,13 +44,13 @@ Mesure à chaque clock
$f_{s} = 2*f_{out}$
$f_{s}$ : Fréquence de sample
>[!example] MATLAB (A1)
->![[Pièces jointes/Pasted image 20231114203111.png]]
+>
### Reconstruction
Passe-bas avec $f_{c} = \frac{f_{s}}{2}$
$f_{c}$ : Fréquence de coupure
>[!example] MATLAB (A1)
->![[Pièces jointes/Pasted image 20231114203129.png]]
+>
@@ -60,14 +62,17 @@ $f_{c}$ : Fréquence de coupure
Automatic Repeat reQuest
Technique pour contrôler les erreurs en communication bidirectionnelle
Avec un canal de retour comme "stop & go" ou "TCP"
-![[Pièces jointes/Pasted image 20231114204351.png]]
+
+
## FEC
Forward Error Coding
-Technique pour contrôler les erreurs en communication monodirectionnelle :
-- Envoie de 3 fois ou n (impair) fois chaque bit
+Technique pour contrôler les erreurs en communication monodirectionnelle :
+- Envoi de 3 fois ou n (impair) fois chaque bit
- Avec code de Hamming
- ![[Pièces jointes/Pasted image 20231114204109.png]]
+
+
+
Exemple FEC 1/3 (1 bit de donnée pour 3 bit transmit)
$E_{0}$ : 0 bit faux
$E_{1}$ : 1 bit faux
@@ -88,7 +93,7 @@ Technique pour contrôler les erreurs en communication monodirectionnelle :
|F|J|F|Faux|$P(E_{2})$|
|F|F|J|Faux|$P(E_{2})$|
|F|F|F|Faux|$P(E_{3})$|
-Pour la probabilité d'erreur total, on additionne les faux résultats. Soit :
+Pour la probabilité d'erreur total, on additionne les faux résultats. Soit :
$$\begin{align}
P(E) &= P(E_{2}) + P(E_{2}) + P(E_{2}) +P(E_{3}) \\
&= 3\cdot P(E_{2})+P(E_{3}) \\
@@ -98,10 +103,10 @@ P(E) &= P(E_{2}) + P(E_{2}) + P(E_{2}) +P(E_{3}) \\
### MATLAB (B1-B2)
>[!example] Codage du canal
->![[Pièces jointes/Pasted image 20231114212419.png]]
+>
>[!example] Décodage du canal
->![[Pièces jointes/Pasted image 20231114212538.png]]
+>
@@ -111,26 +116,31 @@ P(E) &= P(E_{2}) + P(E_{2}) + P(E_{2}) +P(E_{3}) \\
Bits $\to$ Symbol
-Symbol:
+Symbol :
Représentation d'un ou plusieurs bits dans le monde réel
## BPSK
2 symboles - 1 bit / symbole
-![[Pièces jointes/Pasted image 20231114205027.png]]
+
+
## QPSK
4 symboles - 2 bits / symbole
-![[Pièces jointes/Pasted image 20231114205105.png]]
+
+
# Transmission Radio
## AM
Modulation de l'Amplitude
-![[Pièces jointes/Pasted image 20231114210448.png]]
+
+
## FM
Modulation de la Fréquence
-![[Pièces jointes/Pasted image 20231114210510.png]]
+
+
## PM
Modulation de la Phase
-![[Pièces jointes/Pasted image 20231114210537.png]]
+
+